Question

Write three pairs of integers ( a,b) such that a÷b=-7

Answer 1

$\frac{a}{b} = - 7 \\ \\ (a \: \: b) \\ \\ (7 \: \: \: - 1) \: \\ \\ \: ( - 7 \: \: \: 1) \\ \\ ( - 14 \: \: 2) \\ \\ (14 \: \: \: - 2)$

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Answer 2

Answer:

The final answer is ( 7 , -1 ) , ( 14 , -2 ) , ( 21 , -3 )

Step-by-step explanation:

To find the pair of integers, We need to find two numbers such that their quotient is -7. Since the answer is an integer, we need to ensure that integer a is greater than integer b.

a > b

We can easily find the first pair by simply assigning a = 7 and b = -1 or vice versa. By doing this we can easily get our first pair. This method can be applied for similar problems.

Next we multiply the above pair with 2 and we get a = 14 and b = -2 granting our second pair.

Next we multiply the first pair with 3 and we get a = 21 and b = -3 granting our third pair.

Hence the answer = ( 7 , -1 ) , ( 14 , -2 ) , ( 21 , -3 )

How to divide

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