Asked by Carden
A 0.47 kg pendulum bob is attached to a string 1.2 m long. What is the change in the gravitational potential energy of the system as the bob swings from point A to point B where θ = 31°?
I've tried using PE = mgh but I don't know where the 31 degrees comes in there. I'm confused as to what formula to use.
I've tried using PE = mgh but I don't know where the 31 degrees comes in there. I'm confused as to what formula to use.
Answers
Answered by
Kelly
for simplicity i am going to do this symbolically.
m = .47Kg
l = 1.2m
g = 9.81m/s²
è = 31 degrees
the change in potential energy is
mgÄh
in this problem,
Äh = l-lCos(è)
= l(1-cosè)
(it is 1-cosè becaus cos 90=1.. and its cos 90-cosè)
so
ÄE = mgÄh
= .47Kg * 9.81m/s² * 1.2m * (1-cos31)
and the answer is in units of joules
answer: .79
m = .47Kg
l = 1.2m
g = 9.81m/s²
è = 31 degrees
the change in potential energy is
mgÄh
in this problem,
Äh = l-lCos(è)
= l(1-cosè)
(it is 1-cosè becaus cos 90=1.. and its cos 90-cosè)
so
ÄE = mgÄh
= .47Kg * 9.81m/s² * 1.2m * (1-cos31)
and the answer is in units of joules
answer: .79
Answered by
Kelly
mgh*
cos theta*
sorry
cos theta*
sorry
Answered by
Kelly
also Deta E*
Answered by
Kelly
Delta* wow i cannot type
Answered by
lk
@kelly..may i know why have to l-l cos delta?
Answered by
Mian
thanks
Answered by
Anonymous
cos 90 is not equal to 1
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