- #1
susan__t
- 20
- 0
Chain rule difficulties, due tomorrow!
Find the derivative of
y=e^square root of 1+tan(sinx)
chain rule: F'(x)=f'(g(x)) * g'(x)
I thought I had it and then while I was looking at other chain rules and started doubting my actual ability to sort out the chain rule...
y=e^square root of 1+tan(sinx)
y'=e^square root of 1+tan(sinx) *(1+tansinx)'
y'=e^square root of 1+tan(sinx)* (0 +sec2sinx +cosx)
Please help! My assignment is due tomorrow and I know there is something not quite right but I don't know why.
Homework Statement
Find the derivative of
y=e^square root of 1+tan(sinx)
Homework Equations
chain rule: F'(x)=f'(g(x)) * g'(x)
The Attempt at a Solution
I thought I had it and then while I was looking at other chain rules and started doubting my actual ability to sort out the chain rule...
y=e^square root of 1+tan(sinx)
y'=e^square root of 1+tan(sinx) *(1+tansinx)'
y'=e^square root of 1+tan(sinx)* (0 +sec2sinx +cosx)
Please help! My assignment is due tomorrow and I know there is something not quite right but I don't know why.