MAP MATH PRACTICE TEST 5th GRADE

Question 1 :

For every room in an office building, there are seven windows. Find the missing value in the table below, using the formula w  =  7r.

(a)  12  1/2   (b)  84  (c)  19  (d)  112

Question 2 :

Solve the following equation :

p/9  =  3

(a)  3   (b)  6  (c)  9  (d)  27

Question 3 :

What is 6398 ÷ 14 ?

(a)  457   (b)  467  (c)  452  (d)  362

Question 4 :

What is the volume of the solid below, in cubic units.

(a)  6 cu.un  (b)  10 cu.un   (c)  14 cu.un   (d)  12 cu.un

Question 5 :

Bose work as a dog walker. He charges fifteen dollars per dog and each day he walks eight dogs. How much would he earn in 7 days ?

(a)  630  (b)  720   (c)  750   (d)  840

Question 6 :

Select all the equivalent ratios to 6 : 15

(1)  3:5   (2)  2:5   (3)  12:30   (4)  18:45  (5)  1:1

(a)  (1) & (2)    (b)  (2), (3) and (5)

   (c)  (2), (3) and (4)   (d)  (1), (3) and (5)

Question 7 :

Use the numbers shown to answer the question

{6, 9, 12, 15, ......}

Which describes this set of numbers ?

(a)  odd numbers   (b)  Even numbers   

(c)  Prime numbers  (d)  Multiples of 3

Question 8 :

What fraction is between 1/5 and 1/2 ?

(a)  1/10  (b)  3/10   (c)  4/5   (d)  9/10

(1)  Solution :

Using the given formula w = 7r

when r  =  12

w  =  7(12)

w  =  84

(2)  Solution :

p/9  =  3

Multiply by 9 on both sides, we get

p  =  3(9)

p  =  27

So, the value of p is 27.

(3)  Solution :

6398 ÷ 14

=  6398/14

=  457

(4)  Solution :

Total number of cubes in the figure given above is 12.

Volume of cubes  =  12 cubic units.

(5)  Solution :

Number of dogs he gives practice  =  8

Charge per dog  =  $15

One day earning  =  15(8)

=  120

His earning in 7 days  =  120(7)

=  840

(6)  Solution :

Given ratio is 6 : 15

Dividing the given ratio 6 : 15 by 3, we get 2 : 5

Multiplying it by 2, we get 12 : 30

Multiplying it by 3, we get 18 : 45

So, option C is correct.

(7)  Solution :

{6, 9, 12, 15, ......}

By observing the given sequence, it is multiples of 3.

(8)  Solution :

To find the fraction in between the given fractions, let us change the denominators of fraction as same.

(1/5) ⋅ (2/2)  =  2/10

(1/2) ⋅ (5/5)  =  5/10

So, the fraction lies in between the given fraction is 3/10.

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