ok who can help me ill post the link to the problem just give me a second the first link will be the problem and the second link will be what has to be plugged in
i know f^-1 means inverse but I'm lost after that
how is f(x) defined?
or in this case, f(r) maybe?
f(r) is just that the problem is A=pir^2 i know we have to plug in the 4 into the problem but I'm lost after there
in general: of f and g are inverses then f(g(x)) = x in other words, let A = 4, and solve for r
ok i understand that but i just can't seem to get a answer that makes sense
4 = pi (f'(4))^2 4/pi = (f'(4))^2 sqrt(4/pi) = f'(4)
or seen another similar way f(r) = pi r^2 f(f'(4)) = pi [f'(4)]^2 4 = pi [f'(4)]^2 etc ....
ok so thats the answer 4= pi[f^(4)]^2
thats not the answer, that is the setup for how we can determine f'(4)
oh ok
in other words, what value of r makes: 4 = pi r^2 a true statement, solve for r
ok i still have no idea i understand sort of but i still don't understand how to get the answer from that
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