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Which of the Following Combinations of Variables Results in the Greatest

Question 29

Multiple Choice

Which of the following combinations of variables results in the greatest period for a pendulum?


A) length = L, mass = M, and maximum angular displacement = 3 degrees
B) length = 2L, mass = M/2, and maximum angular displacement = 1 degree
C) length = 1.5L, mass = 2M, and maximum angular displacement = 2 degrees
D) length =
Which of the following combinations of variables results in the greatest period for a pendulum? A)  length = L, mass = M, and maximum angular displacement = 3 degrees B)  length = 2L, mass = M/2, and maximum angular displacement = 1 degree C)  length = 1.5L, mass = 2M, and maximum angular displacement = 2 degrees D)  length =   L, mass =   M, and maximum angular displacement =   degrees E)  length =   L, mass = 4M, and maximum angular displacement = 4 degrees L, mass =
Which of the following combinations of variables results in the greatest period for a pendulum? A)  length = L, mass = M, and maximum angular displacement = 3 degrees B)  length = 2L, mass = M/2, and maximum angular displacement = 1 degree C)  length = 1.5L, mass = 2M, and maximum angular displacement = 2 degrees D)  length =   L, mass =   M, and maximum angular displacement =   degrees E)  length =   L, mass = 4M, and maximum angular displacement = 4 degrees M, and maximum angular displacement =
Which of the following combinations of variables results in the greatest period for a pendulum? A)  length = L, mass = M, and maximum angular displacement = 3 degrees B)  length = 2L, mass = M/2, and maximum angular displacement = 1 degree C)  length = 1.5L, mass = 2M, and maximum angular displacement = 2 degrees D)  length =   L, mass =   M, and maximum angular displacement =   degrees E)  length =   L, mass = 4M, and maximum angular displacement = 4 degrees degrees
E) length =
Which of the following combinations of variables results in the greatest period for a pendulum? A)  length = L, mass = M, and maximum angular displacement = 3 degrees B)  length = 2L, mass = M/2, and maximum angular displacement = 1 degree C)  length = 1.5L, mass = 2M, and maximum angular displacement = 2 degrees D)  length =   L, mass =   M, and maximum angular displacement =   degrees E)  length =   L, mass = 4M, and maximum angular displacement = 4 degrees L, mass = 4M, and maximum angular displacement = 4 degrees

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