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Which of the following is equal to the rational expression below when \[x \neq 2\] or 9\[\frac{ 4(x-2) }{ (x-2)(x-9) }\]
@phi can you please help me
@dumbcow can you help me please
do you know what you get if you divide something by itself ?
1?
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wait do you just cross out the (x-2) and it would be 4/(x-9)
yes that is always true *except* for 0/0 which is undefined. do you see the same thing in the top and bottom that can be simpliifed.
yes, (x-2)/(x-2) = 1 remember with fractions we could write it like this \[ \frac{(x-2)}{(x-2)} \frac{4}{x-9} \] and the first part is 1 (but only if x is not 2, because if x is 2 we get 0/0 and that is trouble)
ok thanks i get it now
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