Unit 2 Review Motions and Forces Name:______Period :____
Study Guide
Use the textbook (3.2-3.3 and Ch 4) to answer the following questions.
- What is acceleration and how do you calculate it?
- Does an object experiencing constant acceleration have a speed that is changing? Explain.
- List the three kinematics equations that are used for chapter 3.
- A car travels at a constant rate from 15 m/s to 25 m/s while going a distance of 125 m. How long does it take to achieve this speed? (You will use 2 equations to solve this)
- A car travels on a racetrack at 44 m/s it slows to 22 m/s over 11 seconds. How far does it move during this time? ( You will use 2 equations to solve this)
- What is the difference between weight and mass?
- A man runs at a velocity of 4.5 m/s for 15 min. He then begins to go up a steep hill and decelerates at a constant rate of 0.05 m/s2 for 90 seconds and comes to a stop. How far did he run? (Including the original 15 minute run)
- What is free fall? What are the force(s) acting on an object in free fall?
- What is terminal velocity?
- A construction worker drops a brick from a high scaffold. What is the velocity of the brick after 4 seconds? How far does the brick fall during the first four seconds?
- A student drops a ball from a window 3.5 m above the sidewalk, How fast is it going when it hits the sidewalk. Assume terminal velocity is not reached.
- You flip a coin. The coin goes straight up. If the coin reaches a height of 0.25 m above where you flipped it, what was the original speed? If you catch the coin at the same spot you released it, how long was it in the air?
- List Newton’s Three Laws of motion. You need to know these.
Newton’s Laws Study Problems
Newton’s Second and Third Laws on a level surface without friction
- What is the normal force? In what situations do you have a normal force? In what situations do you not have a normal force? In Figure 1 draw the normal force vector.
- Weight is equal to mass times the gravity. In what situations do we have weight? In Figure 1 draw the weight vector and write the formula next to it.
Figure 1
For this figure we have now drawn all of the forces (ignoring friction). Now we will apply Newton’s second law to the figure above. Note that there is already a force of 50 Newtons action on the box.
- Find the weight of the 5 Kg box.
- Apply Newton’s second law to the force acting in the x-direction in Figure 1. List the x-direction force. Do not substitute any numbers for variables at this point.
- Apply Newton’s second law to all of the forces acting in the y-direction in Figure 1. List all the y-direction forces. Do not substitute any numbers for variables at this point.
- What do you know about the acceleration in the y direction (ay)?
- Find the Normal force of the block. To do this, use the relationship you just talked about in questions 18 and 19.
- Find the acceleration of the block in the x direction. To do this, use the equations you just found in question 17.
Newton’s Second and Third Laws with Tension
- What is tension? In what problems do we apply tension to? In Figure 2 draw the force vectors representing tension.
= 7 kg
Figure 2
- In Figure 2 what other forces are acting on the blocks? Draw these forces on the diagram above.
- Apply NII to the first block, m1. Do this by first drawing a separate free-body diagram of m1 below.
- Apply NII to the second block, m2. Do this by first drawing a separate free-body diagram of m2 below.
- Based on the FBD for both masses, what do we know about the accelerations in the x directions? What do we know about the accelerations in the y directions?
- Based on your answers in #14-16, write the relationship between the forces present for each mass. Now, solve each equation for the tension in each rope. Based on your answer in #16, set the appropriate equations equal to each other.
Newton’s Second and Third Laws with a Normal Force
- Label all the forces present in the stack of blocks below.
- Before doing any calculations, predict which Normal force will be the greatest. Explain your reasoning.
- List the opposing force pairs. Calculate the value of each force. Show your work below. Was your prediction correct?
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