Increasing the density will increase the mass of sphere. This will make an effect on kinetic energy. Kinetic energy increases. Remaining all parameters are independent of mass. Hence they remain Same.
Hence option 4 is correct .
Question 19 3.5 pts A pendulum consisting of a sphere suspended from a light string is...
(a) Consider a pendulum with a mass m suspended at the end of a light string of length l. As it moves through the air the mass experiences a damping force that is proportional to its speed, with constant of proportionality y. (i) Show that the angle θ that the string makes with the vertical is governed by the ordinary differential equation dt2 m dt l in the limit of small θ. 1) State the natural frequency wo of the...
Consider a simple pendulum consisting of a massive bob suspended from a fixed point by a string. Let T denote the time (period of the pendulum) that it takes the bob to complete one cycle of oscillation. How does the period of the simple pendulum depend on the quantities that define the pendulum and the quantities that determine the motion? [You need to perform a dimensional analysis to solve this one. Start by assuming T = k Inmpgq, where k...
A pendulum consists of a mass m suspended from a string of length L. When the pendulum is swinging, how much greater is the mass’s potential energy when the string is displaced from the vertical by the angle θ than when the mass is at the lowest position?
Question 1 (1 point) Small mass 100.0-g is suspended from the inelastic non stretchable string of length {L}. At time t =0 this simple pendulum makes an angle 50° with the vertical. Find the tension in the rope at the point when the pendulum has maximum kinetic energy. State your answer to the nearest tenth of the newton. (Take g=9.8m/s2). Your Answer: Answer
A simple pendulum consists of a weight with mass 3.5 kg suspended from a 0.4 m long wire. The weight is pulled so that the wire makes an angle of 7 ∘ with the vertical, and then the weight is released. How long will it take the weight to reach its maximum height again?
Small mass 30.0-g is suspended from the inelastic non stretchable string of length {L}. At time t =0 this simple pendulum makes an angle 55° with the vertical. Find the tension in the rope at the point when the pendulum has maximum kinetic energy. State your answer to the nearest tenth of the newton. (Take g=9.8m/s2). Your Answer: Answer
A simple pendulum consists of a weight with mass 3.5 kg suspended from a 0.45 m long wire. The weight is pulled so that the wire makes an angle of 5 ∘ with the vertical, and then the weight is released. How long will it take the weight to reach its maximum height again?
A charged sphere is suspended from a string in a uniform electric field directed horizontally. There is an electric force on the sphere to the right and a gravitational force pointing downward. As a result, the sphere hangs at an angle theta from the vertical. Combinations of sphere mass and electric charge are listed in the chart for four cases, all in the same uniform electric field. Rank the angle theta that the string forms with the vertical for these...
A simple pendulum consists of a weight with mass 3.5 kg suspended from a 0.4 m long wire. The weight is pulled so that the wire makes an angle of 8 ∘ with the vertical, and then the weight is released. How long will it take the weight to reach its maximum height again?
0 A small sphere is suspended from a string in a uniform electric field shown by arrows, making an angle 0=25° with the vertical. If the mass of the sphere is 3 grams and it has a charge of 4 nC, what is the magnitude of the electric field? 3.43 x 106 N/C 3.43 N/C 0.35 N/C 15.8 x 106 N/C O 3.5 x 105 N/C 15.8 N/C