Question 1: A 32.6 kg metal ball is attached to a 3.00 m long cable in...

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Question 1: A 32.6 kg metal ball is attached to a 3.00 m long cable in a pendulum arrangement. The ball starts (from rest) at a position at which the cable makes an angle of 41.3 to vertical. The ball is released and at the bottom of the swing there is a spring stop (a spring sitting horizontally and anchored in place), stopping the ball completely by compressing the spring. If the spring is compressed 8.65 cm, find the spring constant of the spring. A complete solution will include a fully labelled diagram of the problem along with all the required parts of the solution as demonstrated in class. Question 2: A 40.0 kg pressurised container is sliding horizontally on frictionless ice at 3.00 m/s [N]. The container explodes, breaking into 2 pieces. The 14.5 kg piece is seen sliding at 6.95 m/s [N30.0W]. Include a clear and well labelled diagram with a full solution to find the final velocity of the remaining piece. Remember to use the method and form taught in class. Question 1: A 32.6 kg metal ball is attached to a 3.00 m long cable in a pendulum arrangement. The ball starts (from rest) at a position at which the cable makes an angle of 41.3 to vertical. The ball is released and at the bottom of the swing there is a spring stop (a spring sitting horizontally and anchored in place), stopping the ball completely by compressing the spring. If the spring is compressed 8.65 cm, find the spring constant of the spring. A complete solution will include a fully labelled diagram of the problem along with all the required parts of the solution as demonstrated in class. Question 2: A 40.0 kg pressurised container is sliding horizontally on frictionless ice at 3.00 m/s [N]. The container explodes, breaking into 2 pieces. The 14.5 kg piece is seen sliding at 6.95 m/s [N30.0W]. Include a clear and well labelled diagram with a full solution to find the final velocity of the remaining piece. Remember to use the method and form taught in class.

Answer rating: 100% (QA)

To solve these problems we can use the principle of conservation of energy for the first problem and ... View the full answer