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AP Calculus ABUnit 1: Limits and Continuity

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Calculus

Derivatives & Differentiation

AP Calculus AB

Unit 1: Limits and Continuity

39 Terms

1
x
theta
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2
csc x \=
1/sin x
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3
tanx\=
sinx/cosx
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4
cotx\=
1/tanx
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5
1+tan^2x\=
sec^2x
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6
sin(-x)\=
-sinx
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7
tan(-x)\=\`
-tanx
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8
cos(π/2-x)\=
sinx
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9
secx\=
1/cosx
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10
cotx
cosx/sinx
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11
sin^2x+cos^2x\=
1
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12
1+cot^2x\=
csc^2x
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13
cos(-x)\=
cosx
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14
sin(π/2-x)\=
cosx
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15
tan(π/2-x)
cotx
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16
sin(x+y)\=
sinxcosy +cosxsiny
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17
sin(x-y)\=
sinxcosy-cosxsiny
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18
cos(x+y)\=
cosxcosy-sinxsiny
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19
cos(x-y)\=
cosxcosy+sinxsiny
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20
tan(x+y)\=
tanx + tany / 1 - tanxtany
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21
tan(x-y)\=
tanx - tany / 1 + tanxtany
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22
sin2x\=
2sinxcosx
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23
cos2x\=
cos^2x-sin^2x
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24
tan2x\=
2tanx/1-tan^2x
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25
sin^2x\=
(1-cos2x)/2
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26
cos^2x\=
(1+cos2x)/2
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27
d/dx (c)\=
0
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28
(cf)'\=
cf'
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29
(fg)'\=
fg'+gf'
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30
d/dx(x^n)
nx^n-1
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31
(f+g)'\=
f'+g'
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32
(f/g)'\=
(f'g-fg')/g^2
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33
(f-g)'
f'-g'
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34
d/dx(sinx)\=
cosx
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35
d/dx(cosx)\=
-sinx
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36
d/dx(tanx)\=
sec^2x
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37
d/dx(cscx)\=
-cscxcotx
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38
d/dx(secx)\=
secxtanx
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39
d/dx(cotx)
-csc^2x
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