Graph the function f^-1(x)
reflect the graph over the line y=x
A line with slope 1.
is it a line right through the origin?
Right!
be a lot easier if you know what \[y=f(x)\] looked like
so its just a line through the origin?
Yes/
wow well that was ez thank you very much
what? no its not. u dont kno or u ddnt give the function f(x) so we dont kno what f^-1(x) looks like. The general answer to this problem is to reflect the graph over the line y=x
jahtoday is right! Even i confused.
i really wanna c what satellite has been typin for the last 10 mins!
another karnak questions. asking what \[y=f^{-1}\] looks like is just like asking what \[y=f(x)\] looks like. you need to know an equation for the function or at least some points. it is not a line through the origin. it can be determined from the graph of the original function by reflecting about the line y = x
typing takes ten minutes because i am not used to typing on a laptop
lol i was just wondering if u figured out how too answer the question and the suspense was killing me
to*
yeah it would be a miracle. ok i cannot type on this thing. taking too long. gnight
no body answered yet!
@sayan what does the graph of \[y=f(x)\] look like?
y=x
what ? \[f(x)=x\]?
it's like forward slash /
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