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    Calculus Study Set 2
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    Exam 17: Second Order Differential Equations
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    For a Pendulum of Weight 4 Pounds, Length 0
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For a Pendulum of Weight 4 Pounds, Length 0

Question 6

Question 6

Multiple Choice

For a pendulum of weight 4 pounds, length 0.60 ft, damping constant For a pendulum of weight 4 pounds, length 0.60 ft, damping constant   and forcing function   find the amplitude and period of the steady-state motion. [The acceleration due to gravity is 32 ft s<sup>-2</sup>.] A)  amplitude: 0.400 ft; period: 1.555 rad B)  amplitude: 0.200 ft; period: 0.777 rad C)  amplitude: 0.092 ft; period: 0.524 rad D)  amplitude: 0.184 ft; period: 1.047 rad and forcing function For a pendulum of weight 4 pounds, length 0.60 ft, damping constant   and forcing function   find the amplitude and period of the steady-state motion. [The acceleration due to gravity is 32 ft s<sup>-2</sup>.] A)  amplitude: 0.400 ft; period: 1.555 rad B)  amplitude: 0.200 ft; period: 0.777 rad C)  amplitude: 0.092 ft; period: 0.524 rad D)  amplitude: 0.184 ft; period: 1.047 rad find the amplitude and period of the steady-state motion. [The acceleration due to gravity is 32 ft s-2.]


A) amplitude: 0.400 ft; period: 1.555 rad
B) amplitude: 0.200 ft; period: 0.777 rad
C) amplitude: 0.092 ft; period: 0.524 rad
D) amplitude: 0.184 ft; period: 1.047 rad

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