Oh, That makes sense!
So kinetic energy is always relative to something, the more speed an object has the more destruction it can cause at the object in rest. Meanwhile an object traveling close to the speed of the other object will perceive it as having less kinetic energy.
How can it be harder to accelerate an extra 1 m/s, in high speed like 50 m/s ? than it would be in low speed like 2 m/s. That is what the latter method implies, right?
Homework Statement
Calculate the energy needed for 1 kg mass at the velocity of 2 m/s go up to the velocity of 6 m/s.
Homework Equations
Ek = mv2/2
The Attempt at a Solution
From the mass point of view, it is stationary and goes up to a velocity of delta (6-2) m/s = 4 m/s
so the energy needed...