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CLASS-VII-MATHS

Total questions: 10

Worksheet time: 13mins

Name
Class
Date
1.

In a computer lab, there are 3 computers for every 6 students. How many computers will be needed for 24 students?

a)

10

b)

12

c)

24

2.

Meeta saves ₹ 4000 from her salary. If this is 10% of her salary. What is her salary?

a)

Rs. 40000

b)

Rs. 4000

c)

Rs. 20000

3.

Match the Column:

See the image attached

a)

a -> ii , b -> iii , c -> iv , d -> i

b)

b -> ii , a -> iii , c -> iv , d -> i

c)

a -> ii , b -> iii , c -> i , d -> iv

4.

Write down the rational number whose numerator is the smallest three digit number and denominator is the largest four digit number.

a)

1000/9999

b)

999/100

c)

100/9999

5.

Match the Column:

See the image attached

a)

a -> ii , b -> iii , c -> iv , d -> i

b)

b -> ii , a -> iii , c -> iv , d -> i

c)

a -> ii , b -> iii , c -> i , d -> iv

6.

One side of a square field is 179 m. Find the cost of raising a lawn on the field at the rate of Rs 1.50 per square metre.

a)

52976.2

b)

48060.5

c)

48061.50

7.

Find the area of a rectangular field whose sides are: 125 m and 400 m

a)

50000 m2

b)

5000m2

c)

45000cm2

8.

Add the following expressions:

x3 -2x2y + 3xy2– y3 and 2x3– 5xy2+ 3x2y – 4y3

a)

-x2y+ 2xy

b)

3x3+ x2y – 2xy2– 5y3

c)

2x2+ x3y

9.

Identify the terms and also mention the numerical coefficients of those terms:

4xy, -5x2y, -3yx, 2xy2

a)

Like terms (7a2bc, −3ca2b) and (−4/3cba2) and their Numerical coefficients 7, -3,

(-4/3)

b)

Like terms are (−5/2abc2) and (3/2 abc2) and numerical coefficients are (−5/2) and (3/2

c)

Like terms 4xy, -3yx and Numerical coefficients 4, -3

10.

Subtract 3x2 – x from 5x – x2

a)

6x2-x2

b)

6x – 4x2

c)

15x2-2x2