Question

PLEASE HELP FAN AND MEDAL!

Answer 1

\[0 = \frac{ x-3 }{ x-6 }\]

Answer 2

Solve for x

Answer 3

Since the denominator cannot be equal to 0 you can assume
x-3=0

Answer 4

If the numerator is set to 0, then the whole fraction will equal to 0

0/x = 0

If the denominator is set to 0, then the whole fraction will equal 'undefined'

x/0 = undefined

the solution to your question is whatever you get when you set the numerator equal to 0

Answer 5

So how would I show my work for that equation?

Answer 6

You could technically do this to show work
\[0\times(x-6) = \frac{ x-3 }{ x-6 }\times(x-6)\]

Answer 7

Notice that this becomes
\[0=x-3\]

Answer 8

Thanks @sweetburger @TheSmartOne