Find the potential and kinetic energy of the box

AI Thread Summary
An 8.63 kg box slides down a frictionless incline at a 20-degree angle, starting from a height of 24.6 m. At t = 1.8 seconds, the potential energy (PE) was calculated as 1925.2569 J and kinetic energy (KE) as 157.3863974 J. The user expressed frustration after entering these values into an online system from UTexas and receiving an incorrect response. Suggestions included checking for significant figure requirements and confirming the accuracy of the online program. The discussion highlights potential issues with online homework systems and the importance of precise input formats.
Houyhnhnm
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A 8.63 kg box slides down a long, frictionless incline of angle 20 degrees. It starts from rest at time t = 0 at the top of the incline a height 24.6 m above ground.
Find the potential and kinetic energy of the box at t = 1.8s. Answer in units of J.

acceleration is gsin20
so I got velocity
by gsin20 x 1.8 seconds
and then I used .5mv^2 to find KE
and then for PE
I found PE at the highest point
which is mgh
and then subtracted KE from that

I got 1925.2569 J for PE and 157.3863974J for KE (ignore sig figs)
I entered this into UTexas and got it wrong.
Please help.
 
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Maybe I've had too much to drink this eveing but I can't see where you went wrong.
 
Yeah neither can I
 
Where is this UTexas thing?

Doug
 
Originally posted by Houyhnhnm
I got 1925.2569 J for PE and 157.3863974J for KE (ignore sig figs)
I entered this into UTexas and got it wrong.
Please help.
Your method is fine. I assume you are entering your answer into some online system? If so, they can be picky; it might not tell you you are correct unless you give exactly the answer it expects. Try varying the number of significant figures you enter. (I hope you didn't enter all 8-10 "significant" figures!)
 
This UTexas thing is at hw.utexas.edu. It's an online program that my physics teacher uses to torture us. Doc Al, the program specifically says "Enter what your calculator says" and it allows a 1% error anyways so I'm pretty sure that's not the problem.
 
It's always possible that the program might contain an error. Have you asked your teacher about this problem?
 
Heh...we've been snowed in for 2 days...problem has some time to fester...
 
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