Ask a New Question
Search
Asked by
help
what is the derivative of y=ln(x/4)
Answers
Answers
Answered by
Steve
if y=ln(u)
y' = 1/u u'
y = ln(x/4)
y' = 1/(x/4) * 1/4 = 4/x * 1/4 = 1/x
makes sense, since ln(x/4) = lnx - ln4
so, y' = 1/x
Related Questions
Related
what is the derivative of ln(y) = x
What is the second derivative of e^(-1/x)?
derivative of f(y)=yln(1+e^y)
derivative of y=ln x/x^2 can someone double check the answer 1-2lnx/x^3
what is the the derivative of the absolute value fuction x-3
what is the derivative of: V(t) = 130sin5t + 18
Derivative of e^x
derivative^(s/t)
What is the derivative of the fifth root of x^3?