A bullet of mass m (4.20 grams = a block of lead with mass M (1.5000 Kg). The bullet lodges into the Block. The Block is tied to the ceiling by a string of length L = 1.000 meters. When the bullet lodges into the Block, the collision pushes the Block (with bullet inside), and the Block swings up to a certain height H. (see diagram). (1) Kg) and initial velocity Vo (965 m/sec) is fired into (a) Determine the velocity of the Block (with bullet inside) immediately after the collision. (b) The Block (with bullet inside) then swings up on the string. Determine the Height H that the Block swings up. (c) Determine the Angle 0 that the string makes (see diagram). Ceiling Block M Length L = 1.000 meters Bullet: Mass m = 4.20 grams Vo = 965 m/sec Block M = Height H 1.5000 Kg ........ Hint on Part (c): See triangle below that the string makes. 4 .... * Length L = 1.000 meters Height H ........*

A bullet of mass m (4.20 grams = a block of lead with mass M (1.5000 Kg). The bullet lodges into the Block. The Block is tied to the ceiling by a string of length L = 1.000 meters. When the bullet lodges into the Block, the collision pushes the Block (with bullet inside), and the Block swings up to a certain height H. (see diagram). (1) Kg) and initial velocity Vo (965 m/sec) is fired into (a) Determine the velocity of the Block (with bullet inside) immediately after the collision. (b) The Block (with bullet inside) then swings up on the string. Determine the Height H that the Block swings up. (c) Determine the Angle 0 that the string makes (see diagram). Ceiling Block M Length L = 1.000 meters Bullet: Mass m = 4.20 grams Vo = 965 m/sec Block M = Height H 1.5000 Kg ........ Hint on Part (c): See triangle below that the string makes. 4 .... * Length L = 1.000 meters Height H ........*