Consider a stationary 1,200kg coaster, at the bottom of the track, compresses a very strong spring by x = 2.5m. The roller coaster track consist of a loop with radius R = 5m and an elevation of h = 4.75m at the end. If the coaster can slide without friction from point A to point B (as shown in the figure), how strong should the spring be so that the coaster will still be travelling at a final velocity v = 25m/s after reaching a height h = 4.75m? (The spring and the coaster is very easily detachable from each other.) B Vf strong spring coaster A - X Xo O none of the choices O 344688 N/m O 68937.6 N/m 137875.2 N/m

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Chapter1: Units, Trigonometry. And Vectors
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What is the correct answer for this? I answered Option B but it is WRONG. Thanks!

Consider a stationary 1,200kg coaster, at the bottom of the track, compresses a very strong spring by x = 2.5m. The roller coaster track consist of a loop with radius R = 5m and an elevation of
h = 4.75m at the end. If the coaster can slide without friction from point A to point B (as shown in the figure), how strong should the spring be so that the coaster will still be travelling at a final
velocity v = 25m/s after reaching a height h = 4.75m? (The spring and the coaster is very easily detachable from each other.)
B
Vf
strong spring
coaster
R
A
Xo
O none of the choices
O 344688 N/m
O 68937.6 N/m
O 137875.2 N/m
Transcribed Image Text:Consider a stationary 1,200kg coaster, at the bottom of the track, compresses a very strong spring by x = 2.5m. The roller coaster track consist of a loop with radius R = 5m and an elevation of h = 4.75m at the end. If the coaster can slide without friction from point A to point B (as shown in the figure), how strong should the spring be so that the coaster will still be travelling at a final velocity v = 25m/s after reaching a height h = 4.75m? (The spring and the coaster is very easily detachable from each other.) B Vf strong spring coaster R A Xo O none of the choices O 344688 N/m O 68937.6 N/m O 137875.2 N/m
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