A frictionless cart is given a quick push that sends it rolling up a 17º incline, as shown. After the push, the cart travels 1.30 m before stopping and rolling back down the incline. How fast was the cart moving immediately after it was pushed?
here,
theta = 17 degree
distance travelled , s = 1.3 m
accelration , a = - g * sin(theta)
a = - 9.8 * sin(17)
a = - 2.87 m/s^2
let the initial speed be v
using third equation of motion
v^2 - u^2 = 2 * a *s
0 - u^2 = - 2 * 2.87 * 1.3
u = 2.73 m/s
the initial speed of cart after the push is 2.73 m/s
A frictionless cart is given a quick push that sends it rolling up a 17º incline,...
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