- #1
blackout85
- 28
- 1
A 2-kg block is attached to a horizontal ideal spring with a spring constant of 200N/m. When the spring has its equilibrium length the block is given a speed of 5 m/s. What is the maximum elongation of the spring?
1/2mv= 1/2KX^2
max PE equals starting KE.
then follows
x= v/sqrt k
x=.25 , that is the answer I am getting. But how is the book getting .05m
my second question:
A 6.0kg block is released from rest 80m above the ground. When it has fallen 60m its kinetic energy is:
I got 1200J as my answer
mgh=(6.0*9.81* 60m)=3531.6
PE + KE= (ME + KE)
3531.6 + KE= (6.0*9.81*80m)
KE= 1177.2
is that right
1/2mv= 1/2KX^2
max PE equals starting KE.
then follows
x= v/sqrt k
x=.25 , that is the answer I am getting. But how is the book getting .05m
my second question:
A 6.0kg block is released from rest 80m above the ground. When it has fallen 60m its kinetic energy is:
I got 1200J as my answer
mgh=(6.0*9.81* 60m)=3531.6
PE + KE= (ME + KE)
3531.6 + KE= (6.0*9.81*80m)
KE= 1177.2
is that right