Monday, December 8, 2008

21. If an object’s speed is doubled, how does its Kinetic Energy change?

Hello!


For an object with a mass `m` and a speed `V` its kinetic energy is defined as


`E_k=m V^2/2.`


So if a speed is doubled, `V_1=2V,` and a mass remains unchanged, then


`(E_k)_1=m (V_1)^2/2 = m (2V)^2/2=4*(m V^2/2)=4E_k.`



Thus the kinetic energy will be quadrupled (4 times greater than the original).

No comments:

Post a Comment

What was the device called which Faber had given Montag in order to communicate with him?

In Part Two "The Sieve and the Sand" of the novel Fahrenheit 451, Montag travels to Faber's house trying to find meaning in th...