AP Calculus AB Definitions, Theorems, Properties

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46 Terms

1
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definition of a limit function

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2
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conditions under which limits do not exist

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3
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direct substitution property

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4
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properties of limits

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5
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limit of a composite function

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6
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squeeze theorem

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7
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definition of a one-sided limit

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8
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definition of continuity

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9
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theorem

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10
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intermediate value theorem

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11
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definition of vertical asymptote

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12
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properties of infinite limits

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13
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definition of derivative

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14
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definition of a tangent line

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theorem

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16
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fermat’s theorem

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critical number

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18
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the extreme value theorem

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intermediate value theorem

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20
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rolle’s theorem

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the mean value theorem

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22
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increasing/decreasing test

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23
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the first derivative test

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24
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definition of concavity

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concavity test

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26
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inflection point

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27
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the second derivative test

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28
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limits at infinity

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29
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horizontal asymptote

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30
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linearization, standard linear approximation

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31
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antiderivative

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32
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theorem

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33
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approximating area

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34
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summation formulas

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35
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area

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36
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definition of a definite integral

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properties of the definite integrals

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comparison properties of the definite integral

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theorem

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40
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the fundamental theorem of calculus

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41
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the mean value theorem for integrals

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42
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the second fundamental theorem of calculus

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net change theorem

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the substitution rule for indefinite integrals

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the substitution rule for definite integrals

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integrals of symmetric functions

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