Studied by 16 peoplef(x)=xn
f1(x)=nxn-1
f(x)=cx
f1(x)=c
f(x)=c
f1(x)=0
f(x)=cxh
f1(x)=cnxn-1
f(x)=ex
f1(x)=ex
f(x)=Ax
f1(x)=lnA⋅Ax
f(x)=logax
f1(x)=1 / x ln A
f(x)=|x|
f1(x)=|x| / x
f(x)=sinx
f1(x)=cosx
f(x)=cosx
f1(x)=-sinx
f(x)=tanx
f1(x)=sec2x
f(x)=secx
f1(x)=secx tanx
f(x)=cscx
f1(x)=-cscx cotx
f(x)=cotx
f1(x)=-csc2x
f(x)=g(h(x))
f1(x)=g1(h(x)) h1(x)
sin-1x
1/√1-x²
sec-1x
1/|x|√x2-1
tan-1x
1/1+x2
cos-1x
-1/√1-x2
csc-1x
-1/|x|√x2-1
cot-1x
-1/1+x2
f(x)= lnx
1/x
f(x)= g(x) • h(x)
g(x)h1(x)+h(x)g1(x)
f(x)=g(x)/h(x)
h(x)g1(x) - g(x)h1(x)/h(x)2
f(x)= g-1(x)
1/g1(g-1(x))
Note
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