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Figure shows a slope which is inclined at 0 = 60° to the horizontal ground and that has a 2 m high container that is vertical to the incline. %3D A coin of mass 10 g is thrown off the slope at an angle of 0 = 30° and with a velocity of 10 m/s. %3D The coin lands on top of the container and slides down the container's rough surface with a constant acceleration until itncomes to a stop at the edge of the container. Ignoring air resistance and given that the coefficient of friction between the coin and the surface of the container is µ = 0.18, calculate the following: %3D (a) Find the maximum height that the coin reaches. (b) How long did the coin take from from start to finish? (c) What distance did the coin travel along the inclined plane? 10m/s 300 2m 600

Figure shows a slope which is inclined at 0 = 60° to the horizontal ground and that has a 2 m high container that is vertical to the incline. %3D A coin of mass 10 g is thrown off the slope at an angle of 0 = 30° and with a velocity of 10 m/s. %3D The coin lands on top of the container and slides down the container's rough surface with a constant acceleration until itncomes to a stop at the edge of the container. Ignoring air resistance and given that the coefficient of friction between the coin and the surface of the container is µ = 0.18, calculate the following: %3D (a) Find the maximum height that the coin reaches. (b) How long did the coin take from from start to finish? (c) What distance did the coin travel along the inclined plane? 10m/s 300 2m 600

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Figure shows a slope which is inclined at 0 = 60 to the horizontal ground and that %3D has a 2 m high container that is vertical to the incline. A coin of mass 10 g is thrown off the slope at an angle of 0 = 30° and with a velocity of 10 m/s. The coin lands on top of the container and slides down the container's rough surface with a constant acceleration until itncomes to a stop at the edge of the container. Ignoring air resistance and given that the coefficient of friction between the coin and the surface of the container is µ = 0.18, calculate the following: %3D (a) Find the maximum height that the coin reaches. (b) How long did the coin take from from start to finish? (c) What distance did the coin travel along the inclined plane? 10m/s 300 2m 600
Transcribed Image Text:Figure shows a slope which is inclined at 0 = 60 to the horizontal ground and that %3D has a 2 m high container that is vertical to the incline. A coin of mass 10 g is thrown off the slope at an angle of 0 = 30° and with a velocity of 10 m/s. The coin lands on top of the container and slides down the container's rough surface with a constant acceleration until itncomes to a stop at the edge of the container. Ignoring air resistance and given that the coefficient of friction between the coin and the surface of the container is µ = 0.18, calculate the following: %3D (a) Find the maximum height that the coin reaches. (b) How long did the coin take from from start to finish? (c) What distance did the coin travel along the inclined plane? 10m/s 300 2m 600
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