Question

X+9/12x-23/14x what is the difference?

Answer 1

The difference is 7x-75/84x

Explanation:

To find the difference of the function

X+9/12x-23/14x.

Step 1:

We will find the LCM of the denominator first

The LCM of 12x and 14x is 84x

Step 2:

We will take the difference

X+9/12x-23/14x

= {7(x+9)-6(23)}/84x

= 7x+63-138/84x

= 7x-75/84x

Therefore the difference is 7x-75/84x

Answer 2

The difference is
`(7x-75)/(84x)`.

Explanation:

In this question we have to subtract two fractions and simplify the difference.

So the fractions are
`(x+9)/(12x)and (23)/(14x)`

Now we simplify the subtraction of second from one.

`(x+9)/(12x)-(23)/(14x)`

`= (7(x+9)-6* 23)/(84x)`

`=(7(x+9)-138)/(84x)`

`=(7x+63-138)/(84x)`

`=(7x-75)/(84x)`

Therefore the simplified form of the difference is
`(7x-75)/(84x)`