Recent content by snowmx0090

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    Angular Displacement of bike pedals

    Would the equation after integrating be (1/4)t^2 + (1/4)cos(2t)? Was this my mistake?
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    Angular Displacement of bike pedals

    An exhausted bicyclist pedals somewhat erratically, so that the angular velocity of his tires follows the equation, ω(t)=(1/2)t - (1/4)sin(2t) where represents time (measured in seconds). There is a spot of paint on the front tire of the bicycle. Take the position of the spot at time to...
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    Angular Speed of a swinging stick

    I having trouble answering this one. I already had to calculate the change in potential energy but am now stuck. A stick with a mass of 0.168 and a length of 1.00 is pivoted about one end so it can rotate without friction about a horizontal axis. The meter stick is held in a horizontal...
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