a. Area under v-t graph (distance covered) =0.15mb.maximum distance covered by cart= 0.9mc. x-acceleration= m/s^2solve only d and e 2. The graph shows the x-velocity as a function of time of a cart on aramped tilted at a small angle. You give the cart a push for 0.5sec, after you release it, the cart goes up the ramp (+x) slowing asit goes until it comes to a momentary stop and then goes backdown the ramp with increasing speed. You then catch it andbring it to a stop.a. How far has the cart moved when you stop pushing?b. What is the furthest distance the cart travels from its startingpoint?c. What is the x-acceleration of the cart while it is being broughtto a stop?d. What is the x-acceleration while the cart it is going up anddown the ramp without you touching it?Make rough graphs of the x and avs. time for the motion.You don't have to get everything precisely but make sureportions that are curved are curved, portions that are straightare straight, and portions that are flat are flat. Includenumbers on the vertical axes to set the scale.(su) Ax (m)³, (m/s30.5-0.56142time (sec)0123 4time (sec)0123 4time (sec)55S

Name: a. Area under v-t graph (distance covered) =0.15mb.maximum distance co
Uploaded: 2024-03-05T11:56:34.000Z
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Description: a. Area under v-t graph (distance covered) =0.15mb.maximum distance covered by cart= 0.9mc. x-acceleration= m/s^2solve only d and e 2. The graph shows the x-velocity as a function of time of a cart on aramped tilted at a small angle. You give the car