Question

write 4 division of integers such that their fractional form will be 22/7​

Answer 1

Answer:  44&14, 66&21, 424&77, 220&7.

Answer 2

Answer:

The 4 divisions of integers such that their fractional form will be 22/7 are 44 ÷ 14, 220 ÷ 70, -22 ÷ -7, 1518 ÷ 483.

Step-by-step explanation:

Task,

We should be writing 4 divisions of integers such that their fractions form will be 22/7

Calculation,

First, let's consider the required fraction of 22/7.

Now we construct using this fraction 22/7 for forming the divisions.

1) 22/7 = (22 × 2)/(7 × 2) = 44/14 = 44 ÷ 14

2) 22/7 = (22 × 10)/(7 × 10) = 220/70 = 220 ÷ 70

3) 22/7 = (22 × -1)/(7 × -1) = -22/-7 = -22 ÷ -7

4) 22/7 = (22 × 69)/(7 × 69) = 1518/483 = 1518 ÷ 483

Therefore, the 4 divisions of integers such that their fractional form will be 22/7 are 44 ÷ 14, 220 ÷ 70, -22 ÷ -7, 1518 ÷ 483.

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