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Derivatives Flashcards | StudBud

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[tan-1x]' = ?

[ln(x)]' = ?

Derivatives

17 terms·StudBud Administration·146 plays

All the Derivatives for AB Calc #math #calculus

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Questions 17

Answers

1
[ln(x)]' = ?
x2ln(x)
x
x'
1/x
2
[tan^-1x]' = ?
√1-x2
1/√1-x2
1/(1+x2)
(1+x2)
3
[sin^-1x]' = ?
1/√1-x2
1/(1+x2)
(1+x2)
√1-x2
4
[arctanx]' = ?
(√1-x2)-1
(1+x2)
(1+x2)-1
√1-x2
5
[cscx]' = ?
cscxcotx
tanxsinx
-cscxcotx
cosxtanx
6
[√x]' = ?
(1/2√x)
(1/2x2)
(1/√x)
(1/x2)
7
[sinx]' = ?
-sinx
-cosx
cosx
sinx
8
[cotx]' = ?
sec2x
-csc2x
-sec2x
csc2x
9
[arcsinx]' = ?
(√1-x2)-1
√1-x2
(1+x2)
1/(1+x2)
10
[a^x]' = ?
axln(a)
xaln(x)
xa
ax
11
[secx]' = ?
cscxtanx
secxtanx
sinxcosx
cosxtanx
12
[1/x]' = ?
x2
1/x
(1/x2)
-(1/x2)
13
[x]' = ?
y
x
0
1
14
[tanx]
sec2x
sinx-cosx
csc2x
cosx-sinx
15
[cosx]' = ?
sinx
-sinx
-cosx
cosx
16
[e^x]' = ?
exlog(e)
ex
exln(e)
xe
17
[f^-1]'(b) = ?
f'(f-1(b))
1/f'(f-1(b))
1/b'(b-1(f))
b'(b-1(f))