The graph below shows the velocity versus time for a bullet as it is fired from a gun, travels a short distance, and enters a block of wood. Compute the acceleration at the times marked a, b, and c. (Indicate the direction with the sign of your answer. Assume the bullet's initial motion is in the positive direction.) v (m/s) me a: rise 800 700 600 run 500 400 300 200 100 Estimate the rise and run. m/s a Enter a number 0.001 S 0.002 0.003 Compute the acceleration at time a. (Use your estimates.) m/s² t (s) 06/03/2023 12:54

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Time b:
Time c:
Estimate the rise and run.
m/s
rise
run
S
Compute the acceleration at time b. (Use your estimates.)
m/s²
Estimate the rise and run.
rise
m/s
run
S
Compute the acceleration at time c. (Use your estimates.)
m/s2
06/03/2023 12:53
Transcribed Image Text:Time b: Time c: Estimate the rise and run. m/s rise run S Compute the acceleration at time b. (Use your estimates.) m/s² Estimate the rise and run. rise m/s run S Compute the acceleration at time c. (Use your estimates.) m/s2 06/03/2023 12:53
The graph below shows the velocity versus time for a bullet as it is fired from a gun, travels a short distance, and enters a block of wood. Compute the acceleration at the times marked
a, b, and c. (Indicate the direction with the sign of your answer. Assume the bullet's initial motion is in the positive direction.)
v (m/s)
Time a:
800
700
600
500
400
300
200
100
run
a
Estimate the rise and run.
rise
m/s
Enter a number
0.001
S
b
0.002
0.003
Compute the acceleration at time a. (Use your estimates.)
m/s2
t(s)
06/03/2023 12:54
Transcribed Image Text:The graph below shows the velocity versus time for a bullet as it is fired from a gun, travels a short distance, and enters a block of wood. Compute the acceleration at the times marked a, b, and c. (Indicate the direction with the sign of your answer. Assume the bullet's initial motion is in the positive direction.) v (m/s) Time a: 800 700 600 500 400 300 200 100 run a Estimate the rise and run. rise m/s Enter a number 0.001 S b 0.002 0.003 Compute the acceleration at time a. (Use your estimates.) m/s2 t(s) 06/03/2023 12:54
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