The equation for the angular position of a pendulum oscillating at small angles is given by Theta(t)= (.15 rad) cos(4.4t +0.32) Part a) find the amplitude in radians Part b)find the phase constant in radians Part c) find the angular frequency in rad/s Part d) find the period in seconds
The equation for the angular position of a pendulum oscillating at small angles is given by Theta(t)= (.15 rad) cos(4.4t +0.32) Part a) find the amplitude in radians Part b)find the phase constant in radians Part c) find the angular frequency in rad/s Part d) find the period in seconds
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The equation for the angular position of a pendulum oscillating at small angles is given by Theta(t)= (.15 rad) cos(4.4t +0.32)
Part a) find the amplitude in radians
Part b)find the phase constant in radians
Part c) find the angular frequency in rad/s
Part d) find the period in seconds
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