f-1(4) when f(x) = 3x minus 4, all over 5 can anyone tell me what subject is this? im in algebra 2. if anyone can help me solve it, it would be better. thank you!
Could you draw the equation? I'm a bit confused as to what you're trying to show with your equation.
sure
f^-1(4) when f(x) = \[\frac{ 3x-4 }{ 5 }\]
Ah, f(x) to the power of -1(4).
\[f ^{-1} (4)\]
yes i think so
That represents an inverse equation, if I remember correctly.
So, switch around y and x, solve for y, then plug in 4.
i know but i can't think of what lesson or subject it was, i got a test and im trying to review
Oh. Lemme grab my pre-calc book from the closet. One second.
so \[x = \frac{ 3y-4 }{ 5}\]
ok thank you!
Well, in my book it's under the 'Transformations of Functions' section.
And yup, that would be it; you just have to manipulate it to isolate y then you have your answer.
so i switch around y and x and plug in -4 for y? or for x?
im working on it on my paper as well
Once you've moved around y and x, you'd plug in 4 for x. It is 4, right, not negative 4? Or did you write it wrong above?
nono its f-1(4)but since is finding the inverse, i thought it would be -4 because of 4
so i got this...
y=8 am i right?
Gimme a sec I'll do the math.
yup, y=8
thank you very much!!!
No problem. :)
Join our real-time social learning platform and learn together with your friends!