Practice Test Questions: Truck Acceleration & 2-Block Friction System Analysis

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SUMMARY

The discussion focuses on two physics problems: the pursuit of a truck by a police car and the analysis of a two-block friction system. The truck accelerates from a speed of 20 m/s at 0.15 m/s², while the police car accelerates from rest at 0.6 m/s². The goal is to determine the distance at which the police car catches the truck and to plot their positions over time. Additionally, the friction system involving two blocks requires calculations for tension and acceleration, given specific parameters such as mass, friction coefficient, and angle.

PREREQUISITES
  • Understanding of kinematics, specifically equations of motion for uniformly accelerated objects.
  • Knowledge of Newton's laws of motion, particularly in relation to tension and friction.
  • Familiarity with basic trigonometry, especially in the context of angles and forces.
  • Ability to plot graphs and interpret position versus time data.
NEXT STEPS
  • Study kinematic equations for uniformly accelerated motion to solve for distance and time.
  • Learn about Newton's second law and its application in tension calculations in friction systems.
  • Explore graphical analysis techniques for plotting position versus time for multiple objects.
  • Investigate the effects of varying friction coefficients on the motion of objects in a two-block system.
USEFUL FOR

Students in physics, educators teaching mechanics, and anyone interested in solving real-world problems involving motion and forces.

xxpundoxx
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1.A truck passed a red light at a speed of 20 m/s and started accelerating at 0.15 m/s/s. A police car 30 m behind the truck started from rest with acceleration 0.6 m/s/s to pursuit the truck. Find the distance from the traffic light when the police caught up with the truck. Plot the position versus time information for the police car and truck on the same graph. Find the truck acceleration if the catch-up distance is double.

2.Given the following 2-block friction system, does the system move? Show calculation
If it moves, calculate the tension and the acceleration.
a=2 kg, b=10 kg, u=.25, angle=30 degrees. find the acceleration and tension
T-(2)(9.8) sin30 - (0.25)(2)(9.8) cos30 = 2a
 
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Welcome to PF xxpundoxx.
I assume you just missed the big bold letters that ask you to use the template and provide some work you have already tried, or at least write down some formulas you think might be relevant?

Anyway, the question asks you to plot the position versus time graph of both the police car and the truck in the same graph. Before doing any calculation: how would this help you find the answer? Now give me a formula you are going to use to solve the question.
 

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