Question

the product of two integer is - 90 if one of the integer is -6 find the other​

Answer 1

Answer:

i hope it will help you..

Answer 2

We have to find the other integer .

Step-by-step explanation:

Given ,

Product of two integer = (-90)

If one of the integer = (-6)

Other integer=?

SOLUTION:

SOLUTION:

STEP-1:

Let the first integer be x and other number be y.

According to question,

$x \times y = ( - 90) \: \: \: \: \: ...(1)$

The value of x= (-6)

Put the value ,we get

$- 6 \times y = ( - 90)$

STEP-2:

shift the -6 toward Right hand side ,

$y = \frac{ - 90}{ - 6}$

First there are two negative sign ,then they cancel out each other, it become positive values

$y = \frac{ 90}{6}$ denominator and numerator to be divided by 6 ,we get

$y = \frac{ 90 \div 6}{ 6 \div 6}$

When we divide 90 by 6 , we find 15 as quotient

$y = \frac{15}{1}$

So,

$y = 15$

STEP-3:

verification:

Put the value of first and second number in equation (1) ,

$x \times y = - 90$

The value of x= -6

The value of y= 15

Now ,

$15 \times ( - 6) = - 90$

$- 90 = - 90$

Hence Proved

Project code #SPJ2

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