Question

The product of two rational numbers is -11/15 if one is 3 ,find the other ​

Answer 1

Answer:

let the number be X

3*X= -11/15

X= -11/45

so the other number is -11/45

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Answer 2

$\huge\underline\pink{\mathbb{ANSWER}}$

Given :

• Product of two numbers =$\dfrac { -11}{15}$
• One of them is 3

Find :

• The other number = ?

Solution :

Let the other number be x ,

ATQ,

= 3 × x = $\dfrac { -11}{15}$

= 3x = $\dfrac { -11}{15}$

= x = $\dfrac { -11}{15}×\dfrac { 1}{3}$

= x = $\dfrac { -11}{45}$

$\dfrac { -11}{45}$ is the required number.