How long does the mass take to stop

Reference no: EM13549078

A mass of 3.2 kg sliding along a frictionless floor at 2.5 m/s strikes and compresses a spring of constant k = 290.00 N/m. The spring stops the mass. How far does the mass travel while being slowed by the spring? How long does the mass take to stop?

Reference no: EM13549078

Questions Cloud

Evaluate the volume flow rate through the pipe : Water moves through a constricted pipe in steady, ideal flow. At the lower point the pressure is 1.73 105 Pa and the pipe radius is 3.00 cm. Find the volume flow rate through the pipe

Merchandise inventory account : Determine that sales revenue during the year was $1,500,000 - Give the amounts for the items in the Merchandise Inventory account.

What is the speed of the lightest star : The two stars in a binary star system have masses 1.7×10^30 kg and 6.1×10^30 kg. What is the speed of the lightest star

Distance between nearest minima which bracket central fringe : A two-slit pattern is viewed on a screen 1.25 m from the slits. If the two third-order minima are 29.0 cm apart, what is the width of the central bright fringe? (This is the distance between the nearest minima which bracket the central fringe.)

How long does the mass take to stop : A mass of 3.2 kg sliding along a frictionless floor at 2.5 m/s strikes and compresses a spring of constant k = 290.00 N/m. The spring stops the mass. How long does the mass take to stop

What is the rms speed of each type of molecule : A cylinder contains a mixture of helium and argon gas in equilibrium at a temperature of 145°C. What is the rms speed of each type of molecule

Calculate the proceeds of drennen : Calculate the proceeds of Drennen, Inc.'s, bonds on January 1, 2010, assuming that the bonds were sold to provide a market rate of return to the investor.

State the number of electrons in a flake of pure gold : Compute the number of electrons in a flake of pure gold valued at $0.44. Assume that the price of gold is $1630.0/troy oz. (1 troy oz = 31.1 g)

A collision between two protons produces three new particles : A collision between two protons produces three new particles: p + p --->p + + + 0 + 0. The rest energies of the new particles are + (139.6 MeV), 0 (1116 MeV), 0 (497.7 MeV). Note that one proton disappears during the reaction. How much of the protons..

User Account

All Pages