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Question:

The radius of a circle is decreasing at a constant rate of 0.1 cm / s. In terms of the circumference, C, what is the rate of change of the area of the circle in cm2/s ? A) -0.1C B) -0.1C2π C) 0.12C D) 0.12πC

 

Answer:

 

 

 

 

 

Calculus - Rates of Change
Paper 1

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Calculus - Rates of Change
Paper 2

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Calculus - Rates of Change
Paper 3

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Calculus - Rates of Change
Paper 4

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Calculus - Rates of Change
Paper 5

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Calculus - Rates of Change
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Calculus - Rates of Change
Paper 7

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Calculus - Rates of Change
Paper 8

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Calculus - Rates of Change
Paper 9

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Calculus - Rates of Change
Paper 10

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Calculus - Rates of Change
Paper 11

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Calculus - Rates of Change
Paper 12

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Calculus - Rates of Change
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Calculus - Rates of Change
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Calculus - Rates of Change
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Calculus - Rates of Change
Paper 16

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Calculus - Rates of Change
Paper 17

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Calculus - Rates of Change
Paper 18

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Calculus - Rates of Change
Paper 19

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Calculus - Rates of Change
Paper 20

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Calculus - Rates of Change
Paper 21

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Calculus - Rates of Change
Paper 22

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Calculus - Rates of Change
Paper 23

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Calculus - Rates of Change
Paper 24

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Calculus - Rates of Change
Paper 25

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Calculus - Rates of Change
Paper 26

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Calculus - Rates of Change
Paper 27

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Calculus - Rates of Change
Paper 28

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Calculus - Rates of Change
Paper 29

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Calculus - Rates of Change
Paper 30

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Calculus - Rates of Change
Paper 31

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Calculus - Rates of Change
Paper 32

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Calculus - Rates of Change
Paper 33

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Calculus - Rates of Change
Paper 34

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Calculus - Rates of Change
Paper 35

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Calculus - Rates of Change
Paper 36

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Calculus - Rates of Change
Paper 37

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Calculus - Rates of Change
Paper 38

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Calculus - Rates of Change
Paper 39

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Calculus - Rates of Change
Paper 40

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Calculus - Rates of Change
Paper 41

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Calculus - Rates of Change
Paper 42

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Calculus - Rates of Change
Paper 43

10 Questions/Answers

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