A 8 kg ball is dropped off the top of a 30m building. Show that the speed of the ball just before it strikes the ground is 24.2 m/s using:
a. The equation of kinematics for 1-dimensional motion. Use: Vfy^2 - Viy^2 = -2y(yf - yi)
b. The conservation of Mechanical energy.Use: KEi + PEi = KEf + PEf
c. Suppose we did not know the spring constant for the spring in problem 1. If given unlimited resources, describe how you could determine the spring constant experimentally.
c) to find spring constant experimentally hang the mass in spring and allow to oscillate (fix other end in a rigid support). note mean position and maximum stretched distance of spring. take the difference of positions,
now you can equate stored spring energy and potential energy dissipated. sping energy = 05*k*x2
and potential energy = mgx . b equating two you get k=2mg/x
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