Let f(x) = | 1°dt. Evaluate the following. f'(x) = f'(-6) =

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Q: find the derivative  f(x)=cosx/1+sinx

A: The derivative of the function as follows.

Q: xtanx-SeCx

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Q: Differentiate the function. u = Vi + 4V7 u' =

A: Given, u=t7+4t7 This can be written as, u=t17+4(t7)12 u=t17+4t72

Q: (x >0) 1+x/x

A: We can use the quotiatant rule of derivative.

Q: AJ Find the derivative of the function: In(tan(sinx) + secx). A If v = eu 1Infs

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Q: Find the nth order derivative of the function y=sin2x.

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Q: What's the derivative of y=2 tan x + 5 csc x

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Q: f(x) = Vet + evi

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Q: Find the derivative y= tanx/1+cosx

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Q: Step 1 If f(x) then f '(x) x² – 4 (x² – 4)'

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Q: Find f. f"(x)  =6 x + Sin x

A: Given: f"x=6x+sinx we know that f'x=∫f"xdx                                      ..1 so, by using…