In: Physics
Kinematics Problems
A)
A robot starts at X0 = 4.00m and has a time dependent velocity given by:
Vx (t) = 7.65 m/s - (3.71 m/s^3) t^2
Find the position as a function of time?
Find acceleration as a function of time?
Find the position, velocity, and acceleration at t= 2.50 s?
Find the average velocity of the robot for the first 2.50s?
Find the average acceleration of the robot from t= 1.00s to t= 2.50s ?
Is the robot speeding up or slowing down at t= 2.50s?
Explain.
B)
A mouse starts at X0= +6.50 m. It is initially moving left at V0x =
- 2.11 m/s. It has a time dependent acceleration given by:
ax (t) = (4.75 m/s^2) + (1.50 m/s^4) t^2
Find the position, velocity, and acceleration of the mouse at t= 5.00s?
Find the average acceleration from t= 2.00s to t= 5.00s ?
Is the mouse speeding up or slowing down at t= 0.300s?
Explain
At what time does the mouse change direction?