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Suppose a 20-Centimeter Pendulum Moves According to the Equation

Question 43

Multiple Choice

Suppose a 20-centimeter pendulum moves according to the equation Suppose a 20-centimeter pendulum moves according to the equation   where   is the angular displacement from the vertical in radians and t is the time in seconds. Determine the rate of change of   when   seconds. Round your answer to four decimal places. ​ A)  1.669 radians per second B)  2.7841 radians per second C)  0.3815 radians per second D)  1.8396 radians per second E)  6.6763 radians per second where Suppose a 20-centimeter pendulum moves according to the equation   where   is the angular displacement from the vertical in radians and t is the time in seconds. Determine the rate of change of   when   seconds. Round your answer to four decimal places. ​ A)  1.669 radians per second B)  2.7841 radians per second C)  0.3815 radians per second D)  1.8396 radians per second E)  6.6763 radians per second is the angular displacement from the vertical in radians and t is the time in seconds. Determine the rate of change of Suppose a 20-centimeter pendulum moves according to the equation   where   is the angular displacement from the vertical in radians and t is the time in seconds. Determine the rate of change of   when   seconds. Round your answer to four decimal places. ​ A)  1.669 radians per second B)  2.7841 radians per second C)  0.3815 radians per second D)  1.8396 radians per second E)  6.6763 radians per second when Suppose a 20-centimeter pendulum moves according to the equation   where   is the angular displacement from the vertical in radians and t is the time in seconds. Determine the rate of change of   when   seconds. Round your answer to four decimal places. ​ A)  1.669 radians per second B)  2.7841 radians per second C)  0.3815 radians per second D)  1.8396 radians per second E)  6.6763 radians per second seconds. Round your answer to four decimal places. ​


A) 1.669 radians per second
B) 2.7841 radians per second
C) 0.3815 radians per second
D) 1.8396 radians per second
E) 6.6763 radians per second

Correct Answer:

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