A student releases a 3.9kg cart from the top of ramp and starts a stopwatch. The length from the front of the cart to the end of the ramp and the distance from the. end of the ramp to the stopper are shown. Neglect backwards friction and drag and assume the cart does not lose speed transitioning from the ramp to the floor. What is the cart's acceleration on the ramp? unit (magnitude) What is the cart's acceleration on the floor? 130cm 200cm unit (magnitude) How long does the cart take to reach the end of the ramp? 5° unit (timed from the release) How fast is the cart traveling as it hits the stopper? unit How long does the cart take to reach the stopper? unit (timed from the release)
A student releases a 3.9kg cart from the top of ramp and starts a stopwatch. The length from the front of the cart to the end of the ramp and the distance from the. end of the ramp to the stopper are shown. Neglect backwards friction and drag and assume the cart does not lose speed transitioning from the ramp to the floor. What is the cart's acceleration on the ramp? unit (magnitude) What is the cart's acceleration on the floor? 130cm 200cm unit (magnitude) How long does the cart take to reach the end of the ramp? 5° unit (timed from the release) How fast is the cart traveling as it hits the stopper? unit How long does the cart take to reach the stopper? unit (timed from the release)
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Step 1
Given:
The mass of the cart is .
The inclination of the ramp is .
The length of the ramp is .
The distance for the stopper from the base of the ramp is .
The acceleration due to gravity is .
The initial velocity of the cart is .
Formulae:
Distance traveled under constant acceleration .
Final velocity is
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