Using the chain rule, I can bring down the 1/2 and subtract 1 from the exponent, so
dL/dT = 1/2*2π*(L/g)-1/2 or dL/dT = π*(L/g)-1/2
Though, now it seems that I'm not treating "g" as a constant.
Hi,
I'm using partial derivatives to calculate propagation of error. However, a bit rusty on my calculus.
I'm trying to figure out the partial derivative with respect to L of the equation:
2pi*sqrt(L/g)
(Yep, period of a pendulum). "g" is assumed to have no error. I know I can use the...
Thanks so much for you reply!
Yep. Point mass.
Huh. Because there is vertical velocity. I forgot there was still vertical velocity (I made the jump from a=0 to v=0). But if the ball is hitting the wall at an angle below the horizontal (not yet at it's apex), it would...slide up the...
Hello! Hopefully this will be a fairly straightforward conceptual problem.
A heads up - while this problem clearly deals with momentum and elastic collisions, we haven't actually covered these concepts in class yet. I'm getting the idea, but am still a bit hazy here and there.
Homework...