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What is the invers of: y=2log(x+1) and please explain this to me..not just an answer.Asked by chelsea
What is the invers of:
y=2log(x+1)
and please explain this to me..not just an answer.
y=2log(x+1)
and please explain this to me..not just an answer.
Answers
Answered by
drwls
What you want is an equation for x in terms of y. That will be the inverse functuon.
I will assume that the log is to base e.
y = ln (x+1)^2
e^y = (x+1)^2
x+1 = sqrt (e^y) = e^(y/2)
x = e^(y/2) - 1
Switching variables, the inverse function can be written
f^-1(x) = e^(x/2) -1
I will assume that the log is to base e.
y = ln (x+1)^2
e^y = (x+1)^2
x+1 = sqrt (e^y) = e^(y/2)
x = e^(y/2) - 1
Switching variables, the inverse function can be written
f^-1(x) = e^(x/2) -1
Answered by
chelsea
thanks
Answered by
chelsea
inverse of y=ln(x)+4
how would i do this?
how would i do this?
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