Question

Solve 1/3x-5 - 5/x-2= 12

Answer 1

Is the equation:\[\frac{1}{3x-5} - \frac{5}{x-2} = 12\]

Answer 2

yes :)

Answer 3

Start by subtracting the two fractions as you would do a normal fraction, by cross multiplying.

Answer 4

(x-2)-(15x-30)

Answer 5

Great! That is the numerator and the denominator would be?

Answer 6

x=29/18 ??

Answer 7

1/(3x-5) - 5/(x-2) - 12//(3x-5)(x-2) = 0

Answer 8

A. x=34/9
B. x=-29/18
C. x=-34/9
D. x=29/18

Answer 9

((X-2)-5(3x-5)-12)/(3x-5)(x-2)=0

Answer 10

It goes like this:
\[\frac{(x-2)-(15x-25)}{(3x-5)(x-2)} = 12\]
\[\frac{x-2-15x+25}{(3x-5)(x-2)} = 12\]
\[\frac{-14x+23}{(3x-5)(x-2)} = 12\]
\[-14x+23 = 12(3x-5)(x-2)\]
Can you solve further?

Answer 11

Is the answer D?

Answer 12

Sorry 12 instead of 0
((X-2)-5(3x-5)-12)/(3x-5)(x-2)=12

Answer 13

The answer does not match any of the four given choices. Check the question again?

Answer 14

@Chad123 pls is it D???

Answer 15

@jessiegonzales if all you care about is the answer, then you should learn the easiest way

Answer 16

Plug in each of your answer choices until one of them is correct

Answer 17

And that works for every question...