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Duplicate of Trigonometric Derivatives Flashcards | StudBud
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Duplicate of Trigonometric Derivatives
Duplicate of Trigonometric Derivatives
20 terms
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AP Calculus: Trigonometric Derivatives. Crosby and Moeller
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Questions
20
Answers
1
tanx(d/dx)=
cscx
sec^2(x)
csc^2(x)
secx
2
Derivative of the inverse of tan(x) when x=0
1
1/2
0
potato
3
cotx(d/dx)=
-cscxtanx
-sinxcosx
-cscxcotx
-csc^2(x)
4
Derivative of the inverse of: sin(x)
-1/sqrt(1-x)
cos(x)
-cos(x)
1/sqrt(1-x2)
5
Derivative of the inverse of: csc(x)
1/IxI
1/IxI(sqrt(x2-1))
-1/IxI(sqrt(x2-1))
-1/IxI
6
What is the limit of the following graph as x goes to zero?
-1.5
1.2
1
<p>0</p>
7
Derivative of the inverse of: cos(x)
-1/sqrt(1-x2)
-sin(x)
sin(x)
1/sqrt(1-x)
8
Derivative of f(x)=x+2cosx:
f'(x)=1-2sinx
f'(x)=2-sinx
f'(x)=1+2sinx
f'(x)=2+2sinx
9
Derivative of the inverse of: sec(x)
secxtanx
-1/IxI(sqrt(x2-1))
1/IxI(sqrt(x2-1))
1/IxI(x2-1)
10
cscx(d/dx)
csc^2(x)
-cscxcosx
-cscxcotx
-sec^2(x)
11
The derivative of f(x)=secx+tanx is:
f'(x)=sec^2(x)
f'(x)=cscx+tan^2(x)
f'(x)=secx+tanx+sec^2(x)
f'(x)=secxtanx-csc^2(x)
12
cosx(d/dx)=
-sinx
<p>cosx</p>
sinx
-cosx
13
Derivative of cos(x) when x=0
π/π
-π
-1
0
14
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15
sin(2x)(d/dx)=
sin(2x)
2sin(2x)
2sinxcosx
2cos(2x)
16
sinx(d/dx)
<p>sinx</p>
-sinx
-cosx
cosx
17
Derivative of the inverse of: tan(x)
1/(1+x2)
cot(x)
-1/(1+x2)
secx2
18
Derivative of sin(x) when x=0
-1
0
π/π
-0
19
Derivative of the inverse of: cot(x)
1-x2
1/(1-x2)
1+x2
-1/(1+x2)
20
secx(d/dx)=
-cscx
secxtanx
sec^2(x)
-cscxcotx
