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A locomotive of mass 21X10^3 kg travelling at 2.0m/s runs into an identical stationary locomotive.
a) if the collision is perfectly inelastic, and the two trains lock together, what is their speed after the collision?
b) if the collision is perfectly inelastic, what fraction of the energy is lost after the collision?
c) if the collision is perfectly elastic, find the motion of the locomotives after the collision.
d) if the collision is perfectly elastic and lasts for 1.5s, find the average force exerted on the stationary locomotive during the collision.
Three balls A, B, and C, with masses of 2.7 kg, 1.1 kg, and 1.2 kg, respectively, are connected by massless rods, find the acceleration of the center of mass of the three-ball system
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A rectangle with a length L, and width L/2 has a surface charge density of 3.1mC/m^2. Determine the integral that would give you the electric field at a height h above the middle of the long edge.
Consider a series LRC circuit with R=201 ?, L=0.34 H and C=1 µF. The current is 10 mA amplitude at 2 kHz. Remember ? = 2pf, where f is the frequency in cycles per second or Hz. Find the voltage amplitude VL on the coil. Express the answer with two..
A 0.45 caliber bullet (m = 10.7 g) is fired into a large block of wood (M = 0.750 kg) so that the bullet becomes lodged in the block. What is the speed of the block after the collision
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