[SmG Alphii]

My physics game aint on point. Can someone help me

Rennata Gas is driving through town at 25.0 m/s and begins to accelerate at a constant rate of -1.0
m/s2. Eventually Rennata comes to a complete stop.
a. Represent Rennatats accelerated motion by sketching a velocity-time graph. Use the velocity-time
graph to determine this distance.
b. Use kinematic equations to calculate the distance which Rennata travels while decelerating.

2
Otto Emissions is driving his car at 25.0 m/s. Otto accelerates at 2.0 nüs2 for 5 seconds. Otto then
maintains a constant velocity for 10.0 more seconds.
a. Represent the 15 seconds of Otto Emission's motion by sketching a velocity-time graph. Use the graph
to determine the distance which Otto traveled during the entire 15 seconds.
b. Finally, break the motion into its two segments and use kinematic equations to calculate the total
distance traveled duringthe entire 15 seconds. 

Luke Autbeloe, a human cannonball artist, is shot off the edge of a cliff with an initial upward 
velocity of +40.0 m/s. Luke accelerates with a constant downward acceleration of -10.0 m/s2 (an
approximate value of the acceleration of gravity).
a. Sketcha velocity-time graph for the first 10 seconds of Luke's motion.
b. Use kinematic equations to determine the time required for Luke Autbeloe to drop back to the original
height of the cliff. Indicate this time on the graph.

Chuck Wagon travels with a constant velocity of 0.5 mile/minute for 10 mins. Chuck then 
decelerates at -.25 mile/min2 for 2 minutes.
a. Sketch a velocity-time graph for Chuck Wagon's motion. Use the velocity-time graph to determine the
total distance traveled by Chuck Wagon during the 12 minutes of motion.
b. Finally, break the motion into its two segments and use kinematic equations to determine the total
distance traveled by Chuck Wagon.

Vera Side is traveling down the interstate at 45.0 m/s. Vera looks ahead and observes an accident
which results in a pileup in the middle of the road. By the time Vera slams on the breaks, she is 50.0 m
from the pileup. She slows down at a rate of -15.0 m/s2.
a. Construct a velocity-time plot for Vera Side's motion. Use the plot to determine the distance which
Vera would travel prior to reaching a complete stop (if she did not collide with the pileup).
b. Use kinematic equations to determine the distance which Vera Side would travel prior to reaching a
complete stop (if she did not collide with the pileup). Will Vera hit the cars in the pileup? That is, will
Vera travel more than 50.0 meters?

Earl E. Bird travels 30.0 for 10.0 seconds. He then accelerates at 3.00 m/s2 for 5.00 seconds.

a. Construct a velocity-time graph for Earl E. Bird's motion. Use the plot to determine the total distance
traveled.
b. Divide the motion of the Earl E. Bird into the two time segments and use kinematic equations to
calculate the total displacement.