Thursday, January 2, 2025

4 4 4 4 4 4 4 4 .....so what is special about these ‘four’...?????

4 4 4 4 4 4 4 4 .....so what is special about these ‘four’...?????


01. ‘Four’ people speak like ‘four’.

02. If good things happen to ‘four’ people, nothing is wrong.

03. ‘Four’ does not earn money, so they should study....????

04. Only ‘Four’ can understand the world if they go around the city.

05. He who knows ‘four’., He who understands ‘four’.

06. ‘Four’ should listen carefully to the words of ‘four’.

Why is this ‘four’ so special....

In the Sangha literature, in the books of the eight-digit number system, four comes along with the name. Some four., forty and eight are four hundred., and in the universe, ‘four’ comes as four thousand.
Naladiyar., Nanmanikadigai., Inna forty., Iniyavai Narpathu.
AgaNaanooru.., PuraNaanooru., Nalaira diviya prabantham....

“Milk., Talithenum., Bagum., Dalum, these ‘four’ mixed together I will give you”
A song of God’s greeting in the ‘Nal’vazhi Righteousness book of Auvaiyar.

Nalum., Both are the words... In this ‘Nal’ is.. Naladiyar....

“Becoming in love and shedding tears
He who recites it, he who rises to the path of virtue
‘The four Vedas’ is the true meaning
Nathan Namam Namachivayeva”

‘Nanmarai’.... means ‘four’ of the Vedas.

The foremost of the Nayanmars who spread the Saivism are ‘four’.
Appar., Sambandar., Sundarar., Manickam. We call them the four.

Out of the ten (nine) incarnations of Mahavishnu, only ‘four’ incarnations took human form (in pregnancy).

Veda Vyasa, who divided the Vedas into four, entrusted the responsibility of spreading them to ‘four’ Rishis. They were
Ruk ═ Bailar., Yajur ═ Jaimini., Sama ═ Vaisampayana., Atharvana ═ Sumandhu.

Dasharatha had ‘four’ children.

The ‘four’ purusharthas....

They are Dharma., Artha., Kama., Moksha.

The stages that a person has to go through from birth to death
are also ‘four’

They are ~ Brahmacharya., Grihasthashrama., Vanaprastha., Sannyasa.

The sons of Brahma are ‘four’. Sanagar, Sanadhan, Sanandhan, Sanatkumar.

Brahma has ‘four’ heads. Brahma is called Chaturmukha.

Adi Shankara established ‘four’ monasteries in the ‘four’ directions/corners of India and appointed ‘four’ disciples.

Fire has ‘four’ forms namely Gampira, Yamala, Mahati, Panchami.

The directions are ‘four.’

The Kumbh Mela is held in ‘four’ places namely Haridwar, Allahabad (Prayagai, Triveni Sangamam), Nashik, and Ujjain.

The four types of armies are: Ratha, Gaja, Duraga, Padati (chariot, elephant, horse, infantry...).

Aham Brahmasmi, Tattvam Asi, Prajnanam Brahma, Ayamatma Brahma.... The four great words mentioned in the Upanishads.

The four that cannot be conquered

“Sleep, dream, woman, Kama Agni Indana Kara Pana”

Dreaming does not satisfy sleep,

Women do not satisfy desire,

Firewood does not satisfy fire,

Drinking does not satisfy a drunkard.

“Na Swapnena Jayet Nidram Na Kamena Jayet Striyaha

Na Indanena Jayet Agni Na Pane Na Kara Pana Kara Pana”

This is what Vidura Neethi Hidopadesam
“Fire cannot be extinguished by wood.
Rivers cannot fill the ocean.
Yama cannot be conquered even by all living beings.
Men cannot satisfy beauties.”

The ages.... Gratam., Tretam., Dvaparam., Kali are ‘four’

Fear., Math., Naanam., Pasalppu... The ‘four’ types of qualities of a woman

On Shivaratri, ‘Nalu’ Kala Puja is performed.

Those who have learned all the ‘four’ Vedas are called Chaturvedi.

Although the number ‘four’ has special qualities.

Be as good in life as ‘four’ people...

It also has the concept that “Even in death.,
For good.,
For bad., ‘four’ people are needed”

I want to let 'four' people know., 'four' wrote the paragraph., if at least 'four' people read it....ЁЯТРЁЯТРЁЯТР

Read it in Tamil also pleasure one





4 4 4 4 4 4 4 .....роЕрок்рокроЯி роЗрои்род ‘роиாро▓ு’роХ்роХு роОрой்ройродாроЩ்роХ ро╕்рокெро╖ро▓்....?????

01. ‘роиாро▓ு’ рокேро░ு ‘роиாро▓ு’ ро╡ிродрооா рокேроЪுро╡ாроЩ்роХ.

02. ‘роиாро▓ு’ рокேро░ுроХ்роХு роиро▓்ро▓родு роироЯроХ்роХுроо்ройா роОродுро╡ுроо் родрок்рокிро▓்ро▓. 

03. ‘роиாро▓ு’ роХாроЪு роЪроо்рокாродிроХ்роХро╡ாродு рокроЯிроХ்роХрогுроо்ро▓....????

04. ‘роиாро▓ு’ роКро░ு роЪுро▒்ро▒ிройாродாрой் роЙро▓роХроо் рокுро░ிропுроо்.

05. роЕро╡ро░ு ‘роиாро▓ு’роо் родெро░ிроЮ்роЪро╡ро░ு., ‘роиாро▓ு’роо் рокுро░ிроЮ்роЪро╡ро░ு. 

06. ‘роиாро▓ு’ ро╡ாро░்род்род роиро▒ுроХ்роХுрой்ройு роиро▓்ро▓ா роХேроХ்роХрогுроо்.

роПрой் роЗрои்род ‘роиாро▓ு’ роороЯ்роЯுроо் роЗро╡்ро│ோ ро╕்рокெро╖ро▓்....

роЪроЩ்роХ роЗро▓роХ்роХிропрод்родிро▓் рокродிройெрог்роХீро┤்роХрогроХ்роХு роиூро▓்роХро│ிро▓்., рокெропро░ுроЯрой் роиாрой்роХு роЪேро░்рои்родு ро╡ро░ுроо். роЪிро▓ роиாро▓ு., роиாро▒்рокродு рооро▒்ро▒ுроо் роОроЯ்роЯுрод்родொроХைропிро▓் роиாройூро▒ு., рокிро░рокрои்родрод்родிро▓் роиாро▓ாропிро░роо் роОрой ‘роиாрой்роХு’ ро╡ро░ுроо்.
роиாро▓роЯிропாро░்., роиாрой்роорогிроХ்роХроЯிроХை.,роЗрой்ройா роиாро▒்рокродு., роЗройிропро╡ை роиாро▒்рокродு
роЕроХ роиாройூро▒ு., рокுро▒ роиாройூро▒ு., роиாро▓ாропிро░ родிро╡்роп рокிро░рокрои்родроо்....

“рокாро▓ுроо்., родெро│ிродேройுроо்., рокாроХுроо்., рокро░ுрок்рокுроо் роЗро╡ை ‘роиாро▓ு’роо் роХро▓рои்родு роЙройроХ்роХு роиாрой் родро░ுро╡ேрой்”
роФро╡ைропாро░ிрой் ‘роиாро▓்’ро╡ро┤ி роиீродி роиூро▓ிро▓் роХроЯро╡ுро│் ро╡ாро┤்род்родு рокாроЯро▓்.

роиாро▓ுроо்., роЗро░рог்роЯுроо் роЪொро▓்ро▓ுроХ்роХுро▒ுродி... роЗродிро▓் ‘роиாро▓ு’ роОрой்рокродு.. роиாро▓роЯிропாро░்....

“роХாродро▓ாроХிроХ் роХроЪிрои்родு роХрог்рогீро░் рооро▓்роХி
роУродுро╡ாро░் родрооை роирой்роиெро▒ிроХ்роХு роЙроп்рок்рокродு
‘ро╡ேродроо் роиாрой்роХிройுроо்’ рооெроп்рок்рокொро░ுро│ாро╡родு
роиாродрой் роиாроороо் роироороЪ்роЪிро╡ாропро╡ே”

‘роиாрой்рооро▒ை’.... роОрой்рокродு ро╡ேродроЩ்роХро│் ‘роиாрой்роХு’.

роЪைро╡ роиெро▒ிропைрок் рокро░рок்рокிроп роиாропрой்рооாро░்роХро│ிро▓் рооுродрой்рооைропாройро╡ро░்роХро│் ‘роиாрой்роХு’ рокேро░்.
роЕрок்рокро░்., роЪроо்рокрои்родро░்., роЪுрои்родро░ро░்., рооாрогிроХ்роХ ро╡ாроЪроХро░். роЗро╡ро░்роХро│ை роиாро▓்ро╡ро░் роОрой роЕро┤ைроХ்роХிро▒ோроо்.

рооро╣ாро╡ிро╖்рогுро╡ிрой் рокрод்родு (роТрой்рокродிро▓்) роЕро╡родாро░роЩ்роХро│ிро▓் ‘роиாрой்роХு’ роЕро╡родாро░роЩ்роХро│ுроХ்роХு роороЯ்роЯுрооே рооройிродройாроХ (роХро░்рокро╡ாроЪрод்родிро▓்) роОроЯுрод்родродாроХுроо்.

ро╡ேродроЩ்роХро│ை роиாрой்роХாроХрок் рокроХுрод்род ро╡ேрод ро╡ிропாроЪро░்., роЕро╡ро▒்ро▒ை ‘роиாро▓ு’ ро░ிро╖ிроХ்роХро│ிроЯроо் рокро░рок்рокுроо் рокொро▒ுрок்рокை роТрок்рокроЯைрод்родாро░். роЕро╡ро░்роХро│்
ро░ுроХ் ═ рокைро▓ро░்., ропроЬூро░் ═ роЬைрооிройி., роЪாроо ═ ро╡ைроЪроо்рокாропрой., роЕродро░்ро╡рог ═ роЪுроорои்родு.

родроЪро░родройுроХ்роХு ‘роиாрой்роХு’ рокிро│்ро│ைроХро│்.

‘роиாрой்роХு’ рокுро░ுро╖ாро░்род்родроЩ்роХро│்....
роЕро╡ை родро░்роо., роЕро░்род்род., роХாроо., рооோроЯ்роЪроо்.

рооройிродрой் рокிро▒рок்рокு рооுродро▓் роЗро▒рок்рокு ро╡ро░ை
роХроЯроХ்роХ ро╡ேрог்роЯிроп роиிро▓ைроХро│ுроо் ‘роиாрой்роХு’
роЕро╡ை ~ рокிро░роо்роороЪро░்ропроо்., роХிро░ுро╣ро╕்родாроЪ்ро░роороо்., ро╡ாройрок்ро░ро╕்родроо்., роЪрои்ропாроЪроо்.

рокிро░роо்рооாро╡ிрой் рооாройро╕ рокுрод்родிро░ро░்роХро│் ‘роиாрой்роХு’ рокேро░். роЪроироХро░்., роЪроиாродройро░்., роЪроирои்родройро░்., роЪройрод் роХுрооாро░ро░்.

рокிро░роо்рооாро╡ுроХ்роХு ‘роиாрой்роХு’ родро▓ைроХро│். роЪродுро░்рооுроХрой் роОрой்ро▒ рокெропро░் рокிро░роо்рооாро╡ுроХ்роХு роЙрог்роЯு.

роЖродிроЪроЩ்роХро░ро░் рокாро░род роиாроЯ்роЯிрой் ‘роиாрой்роХு’ родிроЪைроХро│ிро▓ுроо்/рооூро▓ைроХро│ிро▓ுроо் ‘роиாрой்роХு’ роороЯроЩ்роХро│் роиிро▒ுро╡ி., ‘роиாрой்роХு’ роЪீроЯро░்роХро│ை роиிропрооிрод்родாро░்.

роЕроХ்ройிроХ்роХு роХроо்рокீро░ா., ропрооро▓ா., рооро╣родி., рокроЮ்роЪрооி роОрой ‘роиாрой்роХு’ ро╡роЯிро╡роЩ்роХро│்.

родிроЪைроХро│் ‘роиாрой்роХு.’

ро╣ро░ிрод்ро╡ாро░்., роЕро▓ро╣ாрокாрод் (рокிро░ропாроХை, род்ро░ிро╡ேрогி роЪроЩ்роХроороо்)., роиாроЪிроХ்., роЙроЬ்роЬைропிройி роОрой ‘роиாрой்роХு’ роЗроЯроЩ்роХро│ிро▓் роХுроо்рок рооேро│ா роироЯைрокெро▒ுроо்.

ро░род., роХроЬ., родுро░роХ., рокродாродி (родேро░்., ропாройை., роХுродிро░ை., роХாро▓ாроЯ் рокроЯைроХро│்.... роОрой ‘роиாро▓்’ ро╡роХைрок் рокроЯைроХро│்.

роЕро╣роо் рокிро░роо்рооாро╕்рооி., родрод்ро╡роо் роЕро╕ி., рокிро░роХ்роЮாройроо் рокிро░роо்роо., роЕропрооாрод்роо рок்ро░роо்роо.... роЙрокроиிро╖род்родிро▓் роХூро▒рок்рокроЯுроо் ‘роиாро▓ு’ рооро╣ா ро╡ாроХ்ропроЩ்роХро│்.

ро╡ெро▓்ро▓ рооுроЯிропாрод ‘роиாро▓ு’
“роиிрод்ро░ா., ро╕்ро╡рок்рой., ро╕்род்ро░ீ., роХாроороЕроХ்ройி роЗрои்родрой роХро░ா рокாрог”

роХройро╡ு роХாрог்рокродு родூроХ்роХрод்родை роиிро▒ைро╡ு роЪெроп்ропாродு.,
рокெрог்роХро│ுроХ்роХு роЖроЪை роиிро▒ைро╡ு роЪெроп்ропாродு.,
родீропை ро╡ிро▒роХு роиிро▒ைро╡ு роЪெроп்ропாродு.,
роХுроЯிроХாро░ройை роХுроЯி роиிро▒ைро╡ு роЪெроп்ропாродு.

“рои ро╕்ро╡рок்ройேрой роЬропேрод் роиிрод்ро░ாроо் рои роХாрооேрой роЬропேрод்ро╕்родிро░ிропро╣
рои роЗрои்родройேрой роЬропேродроХ்ройீроо் рои рокாройேрой роХро░ாроо் роЬропேрод்.” ро╡ிродுро░ роиீродி

роЗродைропே ро╣ிродோрокродேроЪроо்
“роЕроХ்ройிропை ро╡ிро▒роХு роЕрогைроХ்роХாродு.,
роЪрооுрод்родிро░род்родை роЖро▒ுроХро│் роиிро▒ைроХ்роХாродு.,
ропрооройை роОро▓்ро▓ா роЙропிро░்роХро│ுроо் роЪேро░்рои்родாро▓ுроо் ро╡ெро▓்ро▓ рооுроЯிропாродு.,
роЕро┤роХிроХро│ை роЖрог்роХро│் род்ро░ுрок்родி роЪெроп்роп рооுроЯிропாродு” роОрой роЪொро▓்роХிро▒родு

ропுроХроЩ்роХро│ுроо்.... роХிро░родроо்., родிро░ேродроо்., родுро╡ாрокро░роо்., роХро▓ி роОрой ‘роиாрой்роХு’

роЕроЪ்роЪроо்., роороЯроо்., роиாрогроо்., рокропிро░்рок்рокு... рокெрог்роЯிро░ிрой் ‘роиாро▓்’ ро╡роХை роХுрогроЩ்роХро│்

роЪிро╡ро░ாрод்ро░ிропிро▓் ‘роиாро▓ு’ роХாро▓ рокூроЬை роироЯроХ்роХுроо்.

‘роиாрой்роХு’ ро╡ேродроЩ்роХро│ுроо் роХро▒்ро▒ро╡ро░்роХро│ை роЪродுро░்ро╡ேродி роОрой்рокாро░்роХро│்.

‘роиாрой்роХு’ роОрой்ро▒ роОрог் роЪிро▒рок்рокுроХ்роХро│் роХொрог்роЯிро░ுрои்родாро▓ுроо்., 

‘роиாро▓ு’ рокேро░ை рокோро▓ ро╡ாро┤்ро╡ிро▓் роиро▓்ро▓ா роЗро░ுроХ்роХройுроо்....

“роЪெрод்родாро▓ுроо்., 
роиро▓்ро▓родுроХ்роХுроо்.,
роХெроЯ்роЯродுроХ்роХுроо்., ‘роиாрой்роХு’ рокேро░் ро╡ேрог்роЯுроо்” 
роОрой்ро▒ роХро░ுрод்родாроХ்роХрод்родைропுроо் роХொрог்роЯுро│்ро│родு.

роТро░ு ‘роиாро▓ு’ рокேро░ுроХ்роХு родெро░ிропроЯ்роЯுроо் роОрой்ро▒ு., ‘роиாро▓ு’ рокрод்родி роОро┤ுродிройродை., роТро░ு ‘роиாро▓ு’ рокேро░ாро╡родு рокроЯிроЪ்роЪா роЪро░ி....ЁЯТРЁЯТРЁЯТР

Sunday, December 29, 2024

calendar 2025

What a fascinating set of mathematical properties of the year 2025! You've highlighted some remarkable characteristics, including:

1. 2025 being a square number (45²)
2. Being the product of two squares (9² x 5²)
3. Being the sum of three squares (40² + 20² + 5²)
4. Being the first square year after 1936
5. Being the sum of cubes of single digits from 1 to 9

These properties make 2025 a unique and interesting year indeed! Thank you for sharing this delightful mathematical wonder!

Our next calendrer year 2025 is a mathematical wonder

Interesting 2025

1) 2025, itself is a square 

2) It's a product of two squares, 

Viz. 9² x 5² = 2025




3) It is the sum of 3-squares, 

viz. 40²+ 20²+5²= 2025



4) It's the first square after 1936



5) It's the sum of cubes, of all the single digits, from 1 to 9,


 viz. 1³+2³+3³+4³+5³+6³+7³+8³+9³= 2025.



This is going to be our NEXT YEAR. ЁЯШК

Thursday, December 26, 2024

QUESTION BANK CLASS 6

 QUESTION BANK 

CLASS 6

KNOWING OUR NUMBERS


1 crore  = _____ million

        a) 9    b) 10           c) 100       d) 1000


The greatest five digit number is ____

          a) 9999    b) 99999           c) 10000       d) 100000


The successor of 100199 is

          a) 100198            b) 100990                c) 100200             d) 10200


The whole number _____ lies between 10 and 12.

          a) 10           b) 11                 c) 13               d) 14


Which is the smallest whole number?

a) 0              b) 1                  c) 2              d) 4


999 + 1=____

a) 998             b) 10000                  c) 100             d) 1000


______ is neither Prime nor Composite.

        a) 0              b) 1                  c) 2              d) 4


The smallest composite number is _______________.

        a) 1              b) 4                  c) 2              d) 0


How many lines can pass through two given points? 

          a) 2       b) 0         c) 1        d) infinitely


In the given diagram, name the point in the exterior of EOF   

          a) C              b) E                c) B               d) F


  What is the measure of straight angle?

          a) 75°         b) 0° c) 90°           d) 180°


Identify open curve.

a)    b)            c)        d) 


Fill in the Blanks: (13) +  ____ = 0.

         a) 1              b) 13                  c) (-13)              d) 0


Represent the deposit of rupees two hundred as integers with appropriate signs.

a) 100              b) (-200)                 c) (-100)              d) 200


Write the fraction representing the shaded portion 

a) 25             b) 13                  c) 14              d) 24


58 = 10  Replace by the correct number

  1. 8              b) 10                  c) 15              d) 16


SECTION:B (Short Answers-1) (5 x 2 = 10 Marks)


Place commas correctly and write the numerals:-

Fifty-eight million four hundred twenty-three thousand two hundred two.


How many whole numbers are there between 32 and 53?


Where will the hand of a clock stop if it starts at 2 and make 12 of a revolution, clockwise?


Write all the integers between the given pairs 4 and (-4).


What fraction of a day is 8 hours?


SECTION:C (Short Answers-2) ( 8 x 3 = 24 Marks )


A machine, on an average, manufactures 2,825 screws a day. How many screws did it produce in the month of January 2006?


Write the next three natural numbers after 10999.


Find the HCF of 12,45 and 75


Name the line given in all possible (twelve) ways, choosing only two letters at a time from the four given.


Name the types of following triangles:

(a) ╬Ф LMN with m L = 30° , m M = 70° and m N = 80° .

(b)╬ФABC with AB = 8.7 cm, AC = 7 cm and BC = 6 cm.

(c) ╬Ф DEF with m D = 90°


Using the number line write the integer which is 5 more than (-5).


Add without using number line: 

(a) (-10) + 19

(b) (–250) + (+150)

Express the following as improper fractions: 734

SECTION:D (Long Answer) ( 5 x 4 = 20 Marks )

A vessel has 4 litres and 500 ml of curd. In how many glasses each of 25 ml capacity, can it be filled?

Find the least number which when divided by 6, 15 and 18, leave remainder 5 in each case.

Use the figure to name: 

(a) Five points      

(b) A line

(c) Four rays    

(d) Five line segments

Measure and classify each angle: 

Find: 

(a) (–7) +(– 8)+ (- 90)  

(b) 50 – (– 40) – (–2) 


SECTION:E (Case Base study) (10 x 1 = 10 Marks)


Cuisenaire Rods can represent various fractions, depending on the choice of the unit rod. 

For example, if the unit rod is brown, then the purple rod represents 1/2 . 

Use the Cuisenaire Rods in question 1 and 2.

What fraction is represented by the green rod if the blue rod is the unit rod?

 (a) 1/ 3          (b) 2/3          (c) ¾        (d) 3/7 

If the dark green rod represents 3/4, what is the unit rod?

 (a) black          (b) brown          (c) dark green       (d) yellow

What fraction is represented by the yellow rod if the black rod is the unit rod?

(a) 5/7          (b) 2/3          (c) 2/5       (d) 5/6

What is the unit rod if the purple rod represents 2/3?

(a) blue         (b) black          (c) dark green        (d) brown

If the unit rod is the orange rod, what fraction is represented by the black rod?

(a) 7/10          (b) 1/4          (c) 2/3        (d) 3/8

CRICKET 

The 2011 ICC Cricket World Cup was the tenth Cricket World Cup. It was played in India, Sri Lanka, and Bangladesh (for the first time). India won the tournament, defeating Sri Lanka by 6 wickets in the final at Wankhede Stadium in Mumbai, thus becoming the first country to win the Cricket World Cup final on home soil. Runs scored by the batsman of both the teams in this match were as follows:

S.No

NAME OF SRI LANKAN BATSMAN

RUN SCORED

NO OF BOUNDARIES HIT

U. THARANGA 

2

0

T. DILSHAN

33 

3

K. SANGAKKARA 

48 

5

M. JAYAVARDENE 

103 

13

T. SAMARAWEERA 

21 

2

CK. KUPUGEDERA 

1

0

N. KULASEKARA 

32 

6

T. PERERA 

22

3

S.No

NAME OF INDIAN BATSMAN

RUN SCORED

NO OF BOUNDARIES HIT

VIRENDER SAHVAG 

0

SACHIN TENDULKAR 

18 

2

GAUTAM GAMBHIR 

97 

9

VIRAT KOHLI 

35

4

M.S. DHONI 

91

YUVRAJ SINGH 

21


Which team won 2011 cricket world cup final match?

(a) Sri Lanka (b) India (c) England (d) Australia

How many players of Indian team scored equal to smallest whole number?

(a) 2 (b) 3 (c) 4 (d) 1

How many more runs M. S. Dhoni need to reach highest two digit number?

(a) 10 (b) 9 (c) 8 (d) 7

Write the name of player of team India, who did not score boundary. _____

In Sri Lanka team, score of which player is predecessor of score of T. PARERA?


SECTION:A (1 x 5 = 5 Marks)

 Which of the following is a prime number?

          a) 15         b) 37 c) 81           d) 45

The greatest four digit number is 

          a) 99998       b) 99999         c) 10000        d) 9999

The smallest whole number is

          a) 1              b) 2                 c) 3               d) 0

The predecessor of 96 is

          a) 92            b) 93                c) 91             d) 95

9999 + 1 = ________

          a) 100         b) 1000           c) 10000       d) 100000

SECTION:B (1 x 5 = 5 Marks)

State –True or false    All prime numbers are odd.

State –True or false    The whole number 13 lies between 11 and 12.

Fill in the Blanks: The smallest composite number is ______.

1 million = _____ lakh

What is the greatest prime number between 1 and 10?

SECTION:C (4 x 2 = 8 Marks)

Place commas correctly and write the numerals:-

Seventy three lakh seventy five thousand three hundred seven.

Shekhar is a famous cricket player. He has so far scored 6980 runs in test matches.He wishes to complete 10,000 runs. How many more runs does he need?

Find the sum by suitable rearrangement:-

      837+208+363

Write first five multiples of 9.


SECTION:D ( 3 x 4 = 12 Marks )

Write all the factors of 36?

Write the prime factorization of 45

Find the product using suitable property:-

      854 x 103.

A machine, on an average, manufactures 2,825 screws a day. How many screws did it produce in the month of January 2006?

SECTION:E ( 2 x 5 = 10 Marks )

The distance between the school and the house of a student is 1km 875m . Everyday she walks both ways.Find the total distance covered by her in five days

Find the HCF of 12,45 and 75

SECTION:A (1 x 5 = 5 Marks)

 Which of the following is a prime number?

          a) 12         b) 37 c) 81           d) 49

The greatest five digit number is 

          a) 99998       b) 99999         c) 10000        d) 99990

The smallest whole number is

          a) 1              b) 2                 c) 3               d) 0

The predecessor of 94 is

          a) 92            b) 93                c) 91             d) 95

9999 + 1 = ________

          a) 100         b) 1000           c) 10000       d) 100000

SECTION:B (1 x 5 = 5 Marks)

State –True or false    All prime numbers are odd.

State –True or false    The whole number 13 lies between 11 and 12.

Fill in the Blanks: The smallest composite number is ______.

1 million = _____ lakh

What is the greatest prime number between 1 and 20?

SECTION:C (4 x 2 = 8 Marks)

Place commas correctly and write the numerals:-

Seventy three lakh seventy five thousand three hundred seven.

Shekhar is a famous cricket player. He has so far scored 6980 runs in test matches.He wishes to complete 10,000 runs. How many more runs does he need?

Find the sum by suitable rearrangement:-

      837+208+363

Write first five multiples of 8.

SECTION:D ( 3 x 4 = 12 Marks )

Write all the factors of 20?

Write the prime factorization of 36

Find the product using suitable property:-

      854 x 102.

A machine, on an average, manufactures 2,825 screws a day. How many screws did it produce in the month of January 2006?

SECTION:E ( 2 x 5 = 10 Marks )

The distance between the school and the house of a student is 1km 875m . Everyday she walks both ways.Find the total distance covered by her in five days

Find the HCF of 18,54 and 81




  What is the measure of right angle?

          a) 75°         b) 0° c) 90°           d) 180°


How many lines can pass through one given point? 

          a) 0       b) 1         c) 2        d) infinitely


In the given diagram, name the point in the interior of DOE   

          a) C              b) E                c) B               d) A


The predecessor of 10000 is

          a) 99999            b) 9999                c) 100001             d) 10001


The Smallest six digit number is ____

          a) 999999    b) 99999           c) 100000       d) 1000000


State –True or false    All prime numbers are odd.

          a) 999999    b) 99999           c) 100000       d) 10000


The whole number _____ lies between 11 and 12.

          a) 10           b) 11                 c) 13               d) 14


Fill in the Blanks: (-8) +  ____ = 0.

         a) 1              b) 8                  c) (-8)              d) 0


1 lakh  = _____ ten thousand

        a) 999999    b) 99999           c) 100000       d) 10000


The smallest prime number is _______________.

        a) 1              b) 4                  c) 2              d) 0


______ is neither Prime nor Composite.

        a) 0              b) 1                  c) 2              d) 4


Which is the smallest whole number?

a) 0              b) 1                  c) 2              d) 4


9999+1=____

a) 9998             b) 10000                  c) 100000             d) 1000


Write the fraction representing the shaded portion

a) 25             b) 13                  c) 14              d) 24


35 = 20  Replace by the correct number

  1. 5              b) 3                  c) 15              d) 6


Identify open curve.

a)    b)            c)        d) 


SECTION:B (Case Base study) (10 x 1 = 10 Marks)


Meeting

Meetings are the most effective way of making decisions and motivating participants. In meetings participants can contribute and share their thoughts and as a result, will feel more comfortable with the tasks.  A Teacher of school organizes a meeting with junior students, once in 3 weeks i.e.,in 21 

days and once in 4 weeks, i.e., in 28 days with senior students. In a meeting both type of students were given a project to prepare flowers with the use of a shiny paper. There were 456 flowers in a carton and 684 flowers in another carton of junior students and senior students respectively. If he takes a meeting with them together on 1st of July 2020.


Which one is more important to run an effective meeting:-

 (a)Limited Time Duration 

 (b)Set an Agenda

 (c)Limited number of participants


What is the purpose of conducting a meeting?


After how many days/week shall they be holding the meeting together?


What is the date of next meeting held together?


Find the maximum capacity of a carton which can hold the flower of either cartons in exact number of times?


Cuisenaire Rods can represent various fractions, depending on the choice of the unit rod. 

For example, if the unit rod is brown, then the purple rod represents 1/2 . 

Use the Cuisenaire Rods in question 1 and 2.


What fraction is represented by the green rod if the blue rod is the unit rod?

 (a) 1/ 3          (b) 2/3          (c) ¾        (d) 3/7 


If the dark green rod represents 3/4, what is the unit rod?


What fraction is represented by the yellow rod if the black rod is the unit rod?


What is the unit rod if the purple rod represents 2/3?


If the unit rod is the orange rod, what fraction is represented by the black rod?


SECTION:C (Short Answers-1) (5 x 2 = 10 Marks)


Place commas correctly and write the numerals:-

Seven crore fifty-two lakh twenty-one thousand three hundred two.


How many whole numbers are there between 32 and 53?


Where will the hand of a clock stop if it starts at 12 and make 12 of a revolution, clockwise?


Write all the integers between the given pairs 0 and (-7).


What fraction of a day is 8 hours?


SECTION:D (Short Answers-2) ( 8 x 3 = 24 Marks )


In an election, the successful candidate registered 5,77,500 votes and his nearest rival secured 3,48,700 votes. By what margin did the successful candidate win the election?


Write the three whole numbers occurring just before 10001.


Find the HCF of 18,54 and 81


Name the angles in the given figure


Name the types of following triangles:

(a) Triangle with lengths of sides 7 cm, 8 cm and 9 cm.

(b)ABC with AB = 8.7 cm, AC = 7 cm and BC = 6 cm.

(c) PQR such that PQ = QR = PR = 5 cm.


Using the number line write the integer which is 3 more than 5.


Add without using number line: 

(a) 11 + (–7)

(b) (–13) + (+18)


Express the following as improper fractions: 734


SECTION:E (Long Answer) ( 5 x 4 = 20 Marks )


A student multiplied 7236 by 65 instead of multiplying by 56. By how much was his 

answer greater than the correct answer?


Determine the smallest 3-digit number which is exactly divisible by 6, 8 and 12.


Use the figure to name: 

(a) Five points      

(b) A line

(c) Four rays    

(d) Five line segments


Measure and classify each angle: 


Find: 

(a) (–7) – 8 – (–25)  

(b)(–13) + 32 – 8 – 1

SECTION:A (10 x 1 = 10 Marks)

  What is the measure of right angle?

          a) 75°         b) 0° c) 90°           d) 180°

How many lines can pass through one given point? 

          a) 0       b) 1         c) 2        d) infinitely

In the given diagram, name the point in the interior of DOE   

          a) C              b) E                c) B               d) A

The predecessor of 10000 is

          a) 99999            b) 9999                c) 100001             d) 10001

The Smallest six digit number is ____

          a) 999999    b) 99999           c) 100000       d) 1000000

State –True or false    All prime numbers are odd.

          a) 999999    b) 99999           c) 100000       d) 10000

The whole number _____ lies between 11 and 12.

          a) 10           b) 11                 c) 13               d) 14

Fill in the Blanks: (-8) +  ____ = 0.

         a) 1              b) 8                  c) (-8)              d) 0

1 lakh  = _____ ten thousand

        a) 999999    b) 99999           c) 100000       d) 10000

Identify open curve.

a)    b)            c)        d) 

SECTION:B (10 x 1 = 10 Marks)

Meeting

Meetings are the most effective way of making decisions and motivating participants. In meetings participants can contribute and share their thoughts and as a result, will feel more comfortable with the tasks.  A Teacher of school organizes a meeting with junior students, once in 3 weeks i.e.,in 21 

days and once in 4 weeks, i.e., in 28 days with senior students. In a meeting both type of students were given a project to prepare flowers with the use of a shiny paper. There were 456 flowers in a carton and 684 flowers in another carton of junior students and senior students respectively. If he takes a meeting with them together on 1st of July 2020.

Which one is more important to run an effective meeting:-

 (a)Limited Time Duration 

 (b)Set an Agenda

 (c)Limited number of participants

What is the purpose of conducting a meeting?

After how many days/week shall they be holding the meeting together?

What is the date of next meeting held together?

Find the maximum capacity of a carton which can hold the flower of either cartons in exact number of times?

Cuisenaire Rods can represent various fractions, depending on the choice of the unit rod. 

For example, if the unit rod is brown, then the purple rod represents 1/2 . 

Use the Cuisenaire Rods in question 1 and 2.

What fraction is represented by the green rod if the blue rod is the unit rod?

 (a) 1/ 3          (b) 2/3          (c) ¾        (d) 3/7 

If the dark green rod represents 3/4, what is the unit rod?

What fraction is represented by the yellow rod if the black rod is the unit rod?

What is the unit rod if the purple rod represents 2/3?

If the unit rod is the orange rod, what fraction is represented by the black rod?

SECTION:C Short Answers-1 (6 x 2 = 12 Marks)

Place commas correctly and write the numerals:-

Seven crore fifty-two lakh twenty-one thousand three hundred two.

How many whole numbers are there between 32 and 53?

Name the line given in all possible (twelve) ways, choosing only two letters at a time from the four given.  

Where will the hand of a clock stop if it starts at 12 and make 12 of a revolution, clockwise?

Write all the integers between the given pairs 0 and (-7).

What fraction of a day is 8 hours?

SECTION:D Short Answers-2 ( 8 x 3 = 24 Marks )

In an election, the successful candidate registered 5,77,500 votes and his nearest rival secured 3,48,700 votes. By what margin did the successful candidate win the election?

Write the three whole numbers occurring just before 10001.

Find the HCF of 18,54 and 81

Name the angles in the given figure

Name the types of following triangles:

(a) Triangle with lengths of sides 7 cm, 8 cm and 9 cm.

(b)ABC with AB = 8.7 cm, AC = 7 cm and BC = 6 cm.

(c) PQR such that PQ = QR = PR = 5 cm.

Using the number line write the integer which is 3 more than 5.

Add without using number line: 

(a) 11 + (–7)

(b) (–13) + (+18)

Express the following as improper fractions: 734

SECTION:E Long Answers-4 ( 6 x 4 = 24 Marks )

A student multiplied 7236 by 65 instead of multiplying by 56. By how much was his 

answer greater than the correct answer?

Find the product using suitable properties: 738 x 103

Determine the smallest 3-digit number which is exactly divisible by 6, 8 and 12.

Use the figure to name: 

(a) Five points      

(b) A line

(c) Four rays    

(d) Five line segments

Measure and classify each angle: 

Find: 

(a) (–7) – 8 – (–25)  

(b)(–13) + 32 – 8 – 1




SECTION:A (1 x 5 = 5 Marks)


 One crore = _________ Million.

          a) 10         b) 100 c) 1           d) 1000


The next  natural number after 10999 is 

          a) 19999       b) 11000         c) 10000        d) 100000


The smallest Composite number is

          a) 1              b) 2                 c) 3               d) 4


How many lines can pass through one given point?

          a) 1              b) 2                 c) 3               d) Infinite 


What fraction of a clockwise revolution does the hour hand of a clock turn through, when it goes from 3 to 9

         a) 12            b) 34               c) 23             d) 14


SECTION:B (1 x 3 = 3 Marks)


LCM of 9 and 4 is _______


What is the measure of a right angle?


A number which has only two factors is called a _______________.


SECTION:C (1 x 2 = 2 Marks)


Where will the hour hand of a clock stop if it starts from 6 and turns through 1 right angle?


SECTION:D ( 3 x 2 = 6 Marks )


a) Which direction will you face if you start facing East and make 112 of a revolution clockwise?

b) What part of a revolution have you turned through if you stand facing East and turn clockwise to face North?


Find the least number which when divided by 6, 15 and 18, leave remainder 5 in each case.


SECTION:E ( 1 x 4 = 4 Marks )


Use the figure to name:

(a) Five points   

(b) A line  

(c) Four rays  

(d) Five line segments


SECTION:A  Multiple Choice Questions  (10 x 1 = 10 Marks)

Which is greater of the following numbers?

(a) 0.008 (b) 0.08 (c) 0.0008 (d) 0.8

The perimeter of Square of side 4 cm

a) 8 cm           (b) 16 cm (c) 18 cm           (d) none of these.

The  perimeter of a triangle of sides 3 cm, 4 cm and 5 cm

(a) 13 cm               (b)  60 cm     (c) 24 cm                 (d) 12 cm

The  perimeter of an equilateral triangle of sides 12 cm  is

(a) 30 cm                (b)  60 cm      (c) 27 cm                 (d) 36 cm

Two tens and nine-tenths =

(a) 20.9         (b) 2.09           (c) 209           (d) none of these.

4 cm 2 mm =

(a) 4.2 cm         (b) 0.42 cm (c) 4.02 cm           (d) 42.02 cm

Subtract: ₹18.25 from ₹20.75

 (a)₹4.50         (b) ₹2.25           (c) ₹2.50           (d) ₹1.55

Area of rectangle with length 5cm and breadth 4 cm is

 (a) 9 cm²         (b) 24 cm² (c) 20 cm²         (d)   15 cm²

1 paise = ____ rupee.

  1. 0.1              (b) 0.001         (c) 0.01                    (d) 1.01

Perimeter of a rectangle is ____

  1. l+b              (b) l x b            (c) 2(l+b)                  (d) 2lb

SECTION:B  Very Short Answer Type Questions  (10 x 1 = 10 Marks)

The sum of  0.007 + 8.5 + 30.08 = ______

20+9+410 = ___

A ________ represents data through pictures of objects.

A _________ is a collection of numbers gathered to give some information.

Which is greater 1.23 or 1.2 ?

Express 3750g as Kg using decimals

Find the value of : 9.756 – 6.28

The distance covered along the boundary forming a closed figure is called ___

Area of a square=_________

The surface enclosed by a closed figure is called _____

SECTION:C  Short Answer Type Questions  (4 x 2 = 8 Marks)

Express as rupees using decimals.

  1. 725paise   (b) 50 rupees 90 paise

The area of a rectangle garden 50m long is 300 m2 . Find the width of the garden.

Express as km using decimals.

(a) 8m   (b) 70 km 5 m

The perimeter of a regular pentagon is 100 cm. How long is its each side?

SECTION:D  Long Answer Type Questions  ( 4 x 3 = 12 Marks )

A floor is 5m long and 4m wide. A square carpet of sides 3m is laid on the floor. Find the area of the floor that is not carpeted.

Rani had ₹18.50. She bought one ice cream for ₹11.75. How much money does she have now?

Anita’s mother gave her ₹20.50 and her father gave her ₹25.80, find the total amount given to Radhika by her parents.

Following pictograph shows the number of tractors in five villages. Observe the pictograph and answer the following questions.


(a) Which village has the minimum number of tractors?
(b) How many more tractors village C has as compared to village B?
(c) What is the total number of tractors in all. the five villages?




SECTION:A  Multiple Choice Questions  (10 x 1 = 10 Marks)

1 paise = ______

(a) 0.1 rupee     (b) 0.01 rupee (c) 0.001 rupee (d) 0.0001 rupee

The perimeter of the regular hexagon =_____

a) 6 x length of a side  (b) 4 x side           (c) 5 x side           (d) 3 x side

The  area of the square whose side 5m is ______

(a) 20 Sq.m                 (b)  50 Sq.m         (c) 25 Sq.m            (d) 100 Sq.m

The  perimeter of an equilateral triangle of sides 9 cm  is

(a) 30 cm                      (b)  60 cm            (c) 27 cm                 (d) 36 cm

Leela is Radha’s younger sister. Leela is 4 years younger than Radha.then Leela’s age in terms of Radha’s age ________

(a) x                           (b) 4x           (c) x+4                       (d) x-4

2 cm 2 mm =

(a) 2.2 cm         (b) 0.22 cm (c) 2.02 cm           (d) 22.02 cm

Add: 0.7+0.08

 (a) 0.78         (b) 7.8           (c) 0.078           (d) 70.08

Area of rectangle with length 3 cm and breadth 4 cm is

 (a) 7 cm²         (b) 24 cm² (c) 20 cm²         (d)   12 cm²

The rule for Number of match sticks required for the pattern of letter T is  = ____ .

  1. 1n              (b) 2n         (c) 3n                    (d) 4n

The side of a square is a. then its Perimeter  is ____

  1. 4x a             (b) a x a            (c) 2(a)                  (d) 3 x a

SECTION:B  Very Short Answer Type Questions  (10 x 1 = 10 Marks)

The sum of  0.007 + 8.5 + 30.08 = ______

20+9+410 = ___

A ________ represents data through pictures of objects.

A _________ is a collection of numbers gathered to give some information.

Which is greater 1.23 or 1.2 ?

Area of a Rectangle =_________

The distance covered along the boundary forming a closed figure is called ___

A bird flies 1 km in one minute. Then the distance covered by the bird in terms of its flying time in minutes is ________________

Area of a square=_________

Number of match sticks required to make one triangle is ___.

SECTION:C  Short Answer Type Questions  (4 x 2 = 8 Marks)

Find the Sum of 25.65+9.005+3.7

A table- top measures 2m by 1 m 50 cm. what is its area in square metres?

Mother has made laddus. She gives some laddus to guests. Still 5 laddus remain. If the number of laddus mother gave away is l, how many laddus did she make? 

Find the side of the square whose perimeter is 20 m.

SECTION:D  Long Answer Type Questions  ( 4 x 3 = 12 Marks )

A floor is 5m long and 4m wide. A square carpet of sides 3m is laid on the floor. Find the area of the floor that is not carpeted.

Rani had ₹18.50. She bought one ice cream for ₹11.75. How much money does she have now?

Family tree Akash , decides to make his family tree on a wall . His family members are grandparents, father and mother, brother and sister. He wants to write their ages along with photos. On inquiry about the ages of his family members , he gets information such that

Q1. If present age of grandfather is 48 years then present age of Akash is a) 40 b)14 c) 4 d)none of these Q2. Write the expression for present age of grandmother. Q3. Write the Expression for ages of given family members.

s.no

Family member

Present ages

1

Sister


2

Father


3

Mother



In a village six fruit merchants sold the following number of fruit baskets in a particular season:

Observe this pictograph and answer the following questions: 

(a) Which merchant sold the maximum number of baskets?

 (b) How many fruit baskets were sold by Anwar? 

(c) The merchants who have sold 600 or more number of baskets are planning to buy a godown for the next season. Can you name them?



SECTION:A (10 x 1 = 10 Marks) MCQ’s & VSA

  Which of the following is a prime number?

          a) 15         b) 37 c) 81           d) 45

The greatest five digit number is 

          a) 100000       b) 99999         c) 10000        d) 9999

The smallest whole number is

          a) 1              b) 2                 c) 3               d) 0

The successor of 100199 is

          a) 100201           b) 110000               c) 100200            d) 100198

999 + 1 = ________

          a) 100         b) 1000           c) 10000       d) 100000

State –True or false    All natural numbers are whole numbers.

State –True or false    2 is the only even prime number.

Fill in the Blanks: The smallest composite number is ______.

1 crore = _____ million

How many whole numbers are there between 32 and 53?

SECTION:B (4 x 2 = 8 Marks) SHORT ANSWER -1

Place commas correctly and write the numerals:-

Seventy three lakh seventy five thousand three hundred seven.

A book exhibition was held for four days in a school. The number of tickets sold at the counter on the first, second, third and final day was respectively 1094, 1812, 2050 and 2751. Find the total number of tickets sold on all the four days.

Write the next two natural numbers after 10999.

Write first five multiples of 9.

SECTION:C ( 2 x 3 = 06 Marks ) SHORT ANSWER-2

Write all the factors of 36.

Find the first three common multiples of 6 and 8.

OR

A machine, on an average, manufactures 2,825 screws a day. How many screws did it produce in the month of January 2006?

SECTION:D ( 1 x 4 = 04 Marks ) LONG ANSWER

The distance between the school and the house of a student is 1km 875m.Everyday she walks both ways. Find the total distance covered by her in five days

OR

Find the HCF of 70,105 and 175

SECTION:E ( 5+4+3 = 12 Marks ) CASE BASED STUDY

CRICKET 

The 2011 ICC Cricket World Cup was the tenth Cricket World Cup. It was played in India, Sri Lanka, and Bangladesh (for the first time). India won the tournament, defeating Sri Lanka by 6 wickets in the final at Wankhede Stadium in Mumbai, thus becoming the first country to win the Cricket World Cup final on home soil. Runs scored by the batsman of both the teams in this match were as follows:

S.No

NAME OF SRI LANKAN BATSMAN

RUN SCORED

NO OF BOUNDARIES HIT

U. THARANGA 

2

0

T. DILSHAN

33 

3

K. SANGAKKARA 

48 

5

M. JAYAVARDENE 

103 

13

T. SAMARAWEERA 

21 

2

CK. KUPUGEDERA 

1

0

N. KULASEKARA 

32 

6

T. PERERA 

22

3

S.No

NAME OF INDIAN BATSMAN

RUN SCORED

NO OF BOUNDARIES HIT

VIRENDER SAHVAG 

0

SACHIN TENDULKAR 

18 

2

GAUTAM GAMBHIR 

97 

9

VIRAT KOHLI 

35

4

M.S. DHONI 

91

YUVRAJ SINGH 

21


Which team won 2011 cricket world cup final match?

(a) Sri Lanka             (b) India             (c) England       (d) Australia

How many players of Indian team scored equal to smallest whole number?

(a) 2                          (b) 3                  (c) 4                  (d) 1

How many more runs M. S. Dhoni need to reach highest two digit number?

(a) 10                        (b) 9                   (c) 8                (d) 7

Write the name of player of team India, who did not score boundary. _____

In Sri Lanka team, score of which player is predecessor of score of T. PARERA?


Things

Consumption

Price

Cake

1

Rs. 800

Sweets

12 kg

Rs. 425 per kg

Apples

28 kg

Rs. 150 per kg

Candles

14

Rs. 2 for one

Burger

125

Rs. 15 for one

Pencil Boxes

125

Rs. 24 for one box

Note-books

125

Rs. 18 for one

Birthday Party

Ram invited about 125 friends and relatives to participate in the function. For the birthday party, the following items were arranged.

How much total money did Ram spent on sweets, candles and Cake? 

(a) Rs. 5,900         (b) Rs. 5,828      (c) Rs. 5,728        (d) Rs. 5,928

In refreshment, Ram served a piece of sweet, a burger, an apple and a small piece of cake to each guest. How much total money he spent on the refreshment?

(a)11975               (b) 10000           (c) 12000             (d) 50000

For which item did he spent less?

(a) Cake               (b) sweets          (c) Candles         (d) burger

After the birthday party, Ram distributed one pencil box and one note-book to each guest. How much money, in all, he spent on this?

(a) 5000               (b) 4000            (c) 5100                (d) 5250


Section A (VSA)             Choose the correct answer (10 x 1 = 10 marks)

Q1. The greatest 3 digit number is ________

a) 999 b) 9999 c) 99 d) 99999

Q2. Which of the following number is equal to 1 lakh?

a) 1 thousand b) 10 thousand c) 100 thousand d) 1000 thousand

Q3. How many lakh will make 1 million?

a) 10 b) 100 c) 1000 d) 10000

Q4. Natural  Numbers starts from _____

a) 0 b) -1 c) 1 d) 1/2

Q5. The smallest 3 digit number is __ *

a) 99 b) 100 c) 999 d) 1000

Fill in the blanks:

Q06. 1 lakh = _______________ ten thousand

Q07. 1 million = _______________ hundred thousand

Q08. 1 crore = _______________ ten lakh

Q09. 1 crore = _______________ million

Q10. 1 million = _______________ lakh

Section B (Short Answers)              Answer the question (5 x 2 = 10)

Q11. Insert commas suitably and write the names according to International 

System of numeration 78921092

Q12. The distance between the school and the house of a student’s house is 1 km 875 m. Every day she walks both ways. Find the total distance covered by her in six days.

Q13. Insert commas suitably and write the names according to Indian 

System of numeration 87595762

Q14. Place commas correctly and write the numerals 

Seventy three lakhs seventy five thousand three hundred seven

Q15. Sekhar is a famous cricket player. He has so far scored 6980 runs in test matches. He wishes to complete 10,000 runs. how many more runs does he need?


Section- A- Multiple Choice Questions ( 12 x 1 = 12 Marks )

  1. The equivalent fraction of 3/5 having denominator 30 is

(a) 5/30 (b) 15/30 (c) 18/30 (d) 3/30

  1.  Which is greater of the following numbers?

(a) 0.004 (b) 0.04 (c) .0004 (d) 0.4

  1. The perimeter of Square of side 4 cm

a) 8 cm (b) 16 cm (c) 18 cm (d) none of these.

  1. The  perimeter of a triangle of sides 3 cm, 4 cm and 5 cm

(a) 13 cm (b)  60 cm (c) 24 cm (d) 12 cm

  1.  The  perimeter of an equilateral triangle of sides 12 cm  is

(a) 30 cm (b)  60 cm (c) 27 cm (d) 36 cm

  1. The equivalent fraction of 5/8 is

(a) 10/24 (b)  5/15 (c) 30/48 (d)  8/18

  1. Which of the following is a proper fraction?

(a) 8/7 (b) 1/8 (c) 11/4 (d) none of these

  1. Two tens and 2-tenths =
    (a) 20.2 (b) 2.02 (c) 202 (d) none of these.

  2. 2 cm 2 mm =
    (a) 2.2 cm (b) 0.22 cm (c) 2.1 cm (d) 1.2 cm.

  3. Subtract: ₹18.25 from ₹20.75

 (a)4.50 (b) 2.25 (c) 2.50 (d) 1.55

  1. Area of rectangle with length 5cm and breadth 4 cm is

 (a) 9 cm² (b) 24 cm² (c) 20 cm² (d)   15 cm²

  1. Javed was given 5/7 of a basket of oranges. What fraction of oranges was left in the basket?

(a) 1/7 (b) 2/7 (c) 3/7 (d) 4/7

                Section- B- Very Short Answer Type Questions ( 8 x 1 = 8 Marks )

  1. Draw a number line and locate the points on them:1/2 and 1/4.

  2. Solve : 2/3 +1/7

  3. Which is greater 0.5 or 0.05?. 

  4. Express 2g as Kg using decimals. 

  5. Find the value of : 18.5 – 6.79.

  6. .The distance covered along the boundary forming a closed figure is called ………….

  7. Area of square = …………..

  8. The surface enclosed by a closed figure is called…………….


Section- C- Short Answer Type Questions ( 4 x 2 = 8 Marks )

  1. Javed was given 5/7 of a basket of oranges. What fraction of oranges was left in the basket? A table-top measures 2 m 25 cm by 1 m 50 cm. What is the perimeter of the table-top?

  2. Kiran dyes dresses.She had to dye 30 dresses.She has so far finished 20 dresses.What fraction of dresses has she finished?

  3. Express as rupees using decimals.
    (a) 56paise (b) 7 paise

  4. Express the following as mixed fractions.

 (a) 20/3 (b) 17/7 (c) 35/9 (d) 28/5


Section- D- Long Answer Type Questions ( 4 x 3 = 12 Marks )

  1. (a)The perimeter of a regular pentagon is 100 cm. How long is its each side?

        (b) Find the cost of fencing a square park of side 250 m at the   rate of Rs 20 per metre.

  1. Find the sum in each of the following:
    (a) 0.007 + 8.5 + 30.08
    (b) 15 + 0.632 + 13.8
    (c) 27.076 + 0.55 + 0.004

  2. Anita’s mother gave her ₹20.50 and her father gave her ₹25.80, find the total amount given to Radhika by her parents.

  3. Following pictograph shows the number of tractors in five villages. Observe the pictograph and answer the following questions.


(a) Which village has the minimum number of tractors?
(b) How many more tractors village C has as compared to village B?
(c) What is the total number of tractors in all. the five villages?


Part 1 : Choose the correct answer (10 x 1 = 10 marks)

Q1. The greatest of the numbers 3146, 3157, 31548, 31692 is

a) 314 b) 57 c) 5486 d) 60000

Q2. Which of the following number is equal to 1 lakh?

a) 1 thousand b) 10 thousand c) 100 thousand d) 1000 thousand

Q3. How many lakh will make 1 million?

a) 10 b) 100 c) 1000 d) 10000

Q4. How many million will make 1 crore?

a) 10 b) 100 c) 1000 d) 10000

Q5. The greatest 3 digit number is __ *

a) 99 b) 100 c) 999 d) 1000

Q6. The smallest of the numbers 7536,7521,7548,7532 is ___

a) 7536 b) 7521 c) 7548 d) 7532

Q7. Arrange in Descending order 123,132,231.1234

a) 123,132,231,1234 b) 1234,231,123,132

c) 1234,231,132,123 d) 123,1234,132,231

Q8. Arrange in Ascending order 4567, ,456,45678

a) 45678,456,4567.45 b) 45,456,4567,45678

c) 45678,4567,456,45 d)  45,456,45678,4567

Q9. The Roman numeral D is equal to

a) 10 b) 50 c) 100 d) 500

Q10. The Number 10 represents in Roman numeral is

a) V b) X c) M d) I

Part 2 : Answer the question (5 x 2 = 10)

Q11. Write in Roman Numerals 69 & 98

Q12. Estimate the following products using general rule 578 X161

Q13. Insert commas suitably and write the names according to Indian 

System of numeration 87595762

Q14. Place commas correctly and write the numerals 

Seventy three lakhs seventy five thousand three hundred seven

Q15. Sekhar is a famous cricket player. He has so far scored 6980 runs in test matches. He wishes to complete 10,000 runs. how many more runs does he need?


SECTION- A


(Multiple Choice Questions)     Each question carries 1 mark


  1. The largest 4-digit number, using any one digit twice, from digits 5, 9, 2 and 6 is


(A) 9652 (B) 9562 (C) 9659 (D) 9965


  1. 1 crore is equal to


(A) 2 millions (B) 10 millions. (C) 100millions. (D) 1000 millions.


  1. Which of the following statements is true?


(A) Zero is the smallest natural number. (B) 600 is the successor of 599


(C) All whole numbers are natural numbers. (D) 400 is the predecessor of 399.


  1. Which of the following statements is not true?


(A) All natural numbers are whole numbers.


(B) The natural number 1 has no predecessor.


(C) The whole number 0 has no predecessor.


(D) The successor of a two digit number is always a two digit number.


  1. The product of a non-zero whole number and its successor is always


(A) an even number (B) an odd number (C) a prime number (D) divisible by 3


  1. Number of even numbers between 58 and 80 is


(A) 12 (B) 11 (C) 10 (D) 13


  1. Which of the following statements is not true?


  1. 1 is a factor of every number.

  2. every number is a factor of itself.

  3. every factor of a number is an exact divisor of that number.

  4. every factor is greater than or equal to the given number.

  1. Which of the following statements is true?


  1. number of factors of a given number are infinite.

  2. every multiple of a number is less than or equal to that number.

  3. the number of multiples of a given number is infinite.

  4. every number is not a multiple of itself.


  1. The largest number which always divides the sum of any pair of consecutive odd numbers is


(A) 2 (B) 4 (C) 6 (D) 8


  1. Number of line segments in figure is



(A) 5 (B) 10 (C) 15 (D) 20




  1. The number of angles in the given figure is


(A) 3 (B) 4 (C) 5






  1. Where will the hand of a clock stop if it starts at 5 and makes


(A) 5

1

(B)

7

(C) 8

4

4





  1. Which of the following is not true


  1. Each angle of a rectangle is a right angle.


  1. The opposite sides of a rectangle are equal in length.


  1. All the sides of a parallelogram are of equal length.


  1. All the sides of a rhombus are of equal length.



(D) 6





14 of a revolution, clockwise?



(D) 9


  1. The integer which is 4 more than –1 is


(A) 3 (B) 5 (C) –4 (D) –3




Section –B


[This section comprises of very short answer type questions (VSA) of 2 marks each]


  1. Rakesh is a famous cricket player. He has so far scored 6980 runs in test matches. He wishes to complete 10,000 runs. How many more runs does he need?


  1. Find the HCF of 18, 54 and 81.


  1. Find the least number which when divided by 6, 15 and 18 leave remainder 5 in each case.


  1. Find the value of : (– 13) + 32 – 8 – 1


Section – C


[This section comprises of short answer type questions (SA) of 3 marks each]


  1. Find the common factors of 75, 60 and 210.


  1. Illustrate, if possible, each one of the following with a rough diagram:

(a) A closed curve that is not a polygon.

(b) An open curve made up entirely of line segments.


(c) A polygon with two sides.


  1. Find the angle measure between the hands of the clock in each figure :














  1. Name the types of following triangles:

(╨░) ╬ФLMN with m L = 30°, m M = 70° and m N = 80°.

  1. ╬ФABC with AB = 8.7 cm, AC = 7 cm and BC = 6 cm.


  1. ╬ФPQR such that PQ = QR = PR = 5 cm.


  1. Represent the following numbers as integers with appropriate signs.

  1. An aeroplane is flying at a height two thousand metre above the ground.

  2. A submarine is moving at a depth, eight hundred metre below the sea level.

  3. Withdrawal of rupees seven hundred.


Section –D


[This section comprises of long answer type questions (LA) of 5 marks each]


  1. To stitch a shirt, 2 m 15 cm cloth is needed. Out of 40 m cloth, how many shirts can be stitched and how much cloth will remain?


  1. Match the following :


(i) Straight angle

(a) Less than one-fourth of a revolution

(ii) Right angle

(b) More than half a revolution

(iii) Acute angle

(c) Half of a revolution

(iv) Obtuse angle

(d) One-fourth of a revolution

(v) Reflex angle

(e) Between

1

and

1

of a revolution


2


4



(f) One complete revolution


  1. Find the sum of :

(a) 137 and – 354 (b) – 52 and 52


  1. – 312, 39 and 192 (d) – 50, – 200 and 300 (e) (37) + (– 2) + (– 65) + (– 8)


Section –E


[This section comprises of 2 case- study/passage based questions of 4 marks each with sub parts. ]



  1. Given below are the distances (by road) between 

4 major cities of India.

1

Delhi–Kolkata

1,453,000 m




2.

Chennai–Mumbai

1,290,000 m




3.

Kolkata–Chennai

1,684,000 m




4.

Mumbai–Delhi

1,419,000 m













  1. Which among the above pair of cities have longest distance between them?


  1. Write distance between Delhi-Kolkata according to international system of Numeration.



  1. Two tankers contain 850 litres and 680 litres of kerosene oil respectively.


  1. Find the maximum capacity of a container which can measure the kerosene oil of both the tankers when used an exact number of times.


  1. In how many times first tanker can be filled up using that container?

ANSWERS


1. (D) 9965 2. (B) 10 millions.


  1. (B) 600 is the successor of 599


  1. (D) The successor of a two digit number is always a two digit number


5. (A) an even number

6. (C) 10


  1. (D) every factor is greater than or equal to the given number.


  1. (B) every multiple of a number is less than or equal to that number.


9. (B) 4

10.

(B) 10

11.

(D) 6

12.

(C) 8

13.

(C) All the sides of a parallelogram are of equal length.

14.

(A) 3

15.

3020

16.

9

17.

95

18.

10

19.

1, 3, 5 and 15.



20.




21.

90°, 30°, 180°



22. acute triangle, scalene triangle, equilateral triangle

23.

(a) + 2000 (b) – 800 (c) – 700

24.

18 shirts, length of remaining cloth is 1m 30cm.



  1. (i) →(c); (ii) → (d); (iii) → (a); (iv) → (e); (v) → (b).


  1. (a) – 217 (b) 0 (c) – 81  (d) 50 (e) –38


27. (i) Kolkata- Chennai (ii) One million four hundred and fifty three thousand metres.


  1. (i) 170, (ii) 5


WORKSHEET ch1 class 6

WORKSHEET - Number pattern 1)  1,3,5,7, ________, ___________,  _______ Rule- ________________ 2)  2,4,6,8,________, ___________,  _______ R...