Elapses between the moment the bullet enters

Reference no: EM13552596

A 4.29 g bullet moving at 686.5 m/s penetrates a tree trunk to a depth of 4.49 cm. Assuming that the frictional force is constant, determine how much time elapses between the moment the bullet enters the tree and the moment the bullet stops moving. answer in units of s.

Reference no: EM13552596

Questions Cloud

Prepare an income statement for ponzi : Prepare an income statement for Ponzi for today and for each of the next three quarters. Ignore taxes and what are the cash flows for the company today and in each of the next three quarters?

Determine what is the length of the beam : The length of a beam increases by 1.35mm when its temperature is raised from 37.83oC to 96.34 oC. What is the length of the beam at the initial temperature

State what effect does the reduction of atmospheric pressure : What effect does the reduction of atmospheric pressure have on the boiling point. Can cyclohexane and toluene be separated if the external pressure is 350 mm Hg instead of 760mm Hg

Evaluate the mass of the water : A cup of water is heated with a heating coil that delivers 32.75W of heat. In 6.18 minute, the temperature of the water rises by 10.59 oC. What is the mass of the water

Elapses between the moment the bullet enters : A 4.29 g bullet moving at 686.5 m/s penetrates a tree trunk to a depth of 4.49 cm. Assuming that the frictional force is constant, determine how much time elapses between the moment the bullet enters the tree and the moment the bullet stops moving. a..

The raising of the living standard of the community : The inequality and the raising of the living standard of the community.

Explain the minimum uncertainty in its position : If the uncertainty in velocity of an electron is 4200.0 m/s, what is the minimum uncertainty in its position

What percentage of this crown is made of gold : You, Archimedes, suspect that the king's crown is not solid gold but is instead gold-plated lead. To test your theory, you weigh the crown, and find it to weigh 60.0 N, What percentage (by weight) of this crown is made of gold

Formulate the double-pendulum problem : Formulate the double-pendulum problem illustrated by fig (1.4) , in terms of the Hamiltonian and Hamiltonian's equations of motion. It is suggested that you find the Hamiltonian both directly from L and Eq(8.27)

User Account

All Pages