Posted by CMM on Sunday, October 24, 2010 at 11:17pm.
If f(x)= sec x, find f"(Pi/4)
I am not sure how to take the 2nd derivative?
f'(x)= sec x tan x
Is it f"(x)= (sec x tan x)(sec^2x)???
Calc - Reiny, Sunday, October 24, 2010 at 11:24pm
f'(x)= sec x tan x is correct
now use the product rule
f''(x) = secx(sec^2x) + tanx(secx)(tanx)
= sec^3 x + secx(tan^2x)
I will leave the subbing to you
Calc - Chelsea, Monday, October 25, 2010 at 1:55am
What do you mean subbing? I thought that was the final answer? In the book it leaves f"(x)= - cos x for f(x)= cos x
Calc - Chelsea, Monday, October 25, 2010 at 2:08am
Oops, sorry about that. Do you mean this:
sec^3(Pi/4) + sec(Pi/4)(tan^2(Pi/4)) =
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