Question

1. Find the inverse of the following function. Find the domain, range, and asymptotes of each function.
Graph both functions on the same coordinate plane. f(x)= 7-e^-x

Answer 1

can you guys help me please?

Answer 2

\[y=7-e^{-x}\]
\[x=7-e^{-y}\] solve for \(y\)
\[x-7=e^{-y}\]
\[\ln(x-7)=-y\]
\[y=-\ln(x-7)\]

Answer 3

@satellite73 I thought the inverse of the function was f^-1(x)=-1n(7-x)

Answer 4

how exactly do I find the domain, range, and asymptotes?