Original post by tmsanema

What is the difference between f(x)^-1 and f^1(x)

f(x)^-1 is a reciprocal graph, f^1(x), or f(x), is a linear graph

(edited 5 months ago)

Original post by tmsanema

What is the difference between f(x)^-1 and f^1(x)

Can you upload a picture of the thing(s) you're looking at? f(x)^-1 is probably a reciprocal, but if it's f^(-1)(x) it's probably the inverse function. f^1(x) just means f(x) as you've written it, but if it's f'(x) then it could be the 1st derivative.

Original post by tmsanema

What is the difference between f(x)^-1 and f^1(x)

F(x)-1 is when x is the leading variable and y is the dependent variable. In another word you have to re arrange the equation by making x the subject. You need in the first step to change f(x) to y then start the rearranging.

Original post by davros

Can you upload a picture of the thing(s) you're looking at? f(x)^-1 is probably a reciprocal, but if it's f^(-1)(x) it's probably the inverse function. f^1(x) just means f(x) as you've written it, but if it's f'(x) then it could be the 1st derivative.

Yeah I was just testing the effectiveness of this site. Thanks for answering though. Very clear and helpfull!

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