- #1
jperez94
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Hi guys, I'm new
Now, I came here in search of help to a homework problem I have. I've tried to solve for around 40 minutes now, and can't get past solving for k. Here's the problem.
The way I'm trying to solve is is by setting up two parts. One, I just solve for K in general, so I let h equal to when the jumper touches the water, and let that be h=0. With that said, I yield U(gravity)=U(spring) (using consev. of energy, kinetic energy before the jump is =0, she has no spring potential at the top, and at the bottom she has no height, so U(gravity)=0, no kinetic as well). So that being said, I get k to equal to 121.52NM. The second part, I let my starting height equal to 260 (310 original eight minux the 50 of the bungee cord lenght), and solve for my new H, but I get an insanly big number. Am I missing something? Or am I way off in trying to solve for it? Any help is greatly appriciated. Thanks
Now, I came here in search of help to a homework problem I have. I've tried to solve for around 40 minutes now, and can't get past solving for k. Here's the problem.
The Royal Gorge bridge over the Arkansad River is about L=310m high. A bungee jumper of mass 60kg has an elastic cord of length d=50m attached to her feet. Assume that the cord acts like a spring of force constant k. The jumper leaps, barely touches the water, and after numberous ups and downs comes to rest at a height h above the water. (a) find h. (b) find the maximum speed of the jumper
The way I'm trying to solve is is by setting up two parts. One, I just solve for K in general, so I let h equal to when the jumper touches the water, and let that be h=0. With that said, I yield U(gravity)=U(spring) (using consev. of energy, kinetic energy before the jump is =0, she has no spring potential at the top, and at the bottom she has no height, so U(gravity)=0, no kinetic as well). So that being said, I get k to equal to 121.52NM. The second part, I let my starting height equal to 260 (310 original eight minux the 50 of the bungee cord lenght), and solve for my new H, but I get an insanly big number. Am I missing something? Or am I way off in trying to solve for it? Any help is greatly appriciated. Thanks