The force responsible for the vibratory motion of the simple pendulum is_________________?
A. mg cosθ
B. mg sinθ
C. mg tonθ
D. mg
A. mg cosθ
B. mg sinθ
C. mg tonθ
D. mg
A. 4 times
B. 6 times
C. 8 times
D. 2 times
A. 100 cm
B. 99 cm
C. 99.2 cm
D. 98 cm
A. 4 seconds
B. 3 seconds
C. 2 seconds
D. 6 seconds
A. The square root of amplitude
B. The amplitude
C. Reciprocal of amplitude
D. Square of an amplitude
A. w2x
B. wx2
C. w2x
D. wx2
A. mean position
B. extreme position
C. middle between the mean and extreme position on the right side
D. middle between the mean and extreme position on the left side
A. Vibration S-2
B. Radian
C. Hertz
D. ms-1
A. Standing wave
B. Sine wave
C. Square wave
D. None
A. P.E. remains constant
B. K.E. remain constant
C. total energy remains constant
D. total momentum remains constant