Physics Chapter on Forces and Motion
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Questions and Answers

What is the magnitude of the resultant force when Mr. Williamson pulls with 1200 N at 35° and Sarah pulls with 400 N at 13°?

  • About 1500 N
  • About 1270 N
  • About 1465 N (correct)
  • About 1340 N
  • The force exerted by the student driver who crashed through 3 concrete pillars was less than 6000 N.

    True

    How much force did the lineman exert on Daniel Jones?

    360 N

    The coefficient of friction between Mr. Williamson's tires and the road is represented as _____.

    <p>μ</p> Signup and view all the answers

    Match the following scenarios with their respective forces exerted:

    <p>Mr. Williamson's steady push on the car = 550 N Student driver crashing into pillars = Unknown but less than 6000 N Lineman hitting Daniel = 360 N Reindeers pulling sled = 2970 N</p> Signup and view all the answers

    What is the net force when the six graders pull with 12500 N and the seniors pull with 12000 N?

    <p>500 N towards the six graders</p> Signup and view all the answers

    If Santa weighs 2600 N, the sled will move farther with Santa in it due to increased mass.

    <p>False</p> Signup and view all the answers

    What is the acceleration of the box when pulled with a force of 185 N at an angle of 25.0°?

    <p>3.8 m/s²</p> Signup and view all the answers

    Signup and view all the answers

    Study Notes

    Problem 1

    • Given: Force 1 = 1200 N, angle 1 = 35°, Force 2 = 400 N, angle 2 = 13°
    • Find: Resultant force magnitude and direction
    • Method: Vector addition (resolve forces into x and y components, sum x and y components, calculate resultant magnitude and angle)

    Problem 2

    • Given: Mass = 1800 kg, initial velocity = 15 mph, distance = 33 meters
    • Find: Force exerted by the driver
    • Method: Use the work-energy theorem (Work = change in kinetic energy). Convert 15 mph to m/s. Calculate work done to stop the car. Force can be calculated as Work/distance.

    Problem 3

    • Given: Mass of lineman = 120 kg, acceleration = 3 m/s²
    • Find: Force exerted on Danny
    • Method: Use Newton's second law (F = ma)

    Problem 4

    • Given: Applied force = 550 N, car weight = 950 kg
    • Find: Coefficient of friction
    • Method: Use Newton's second law and the friction formula (F_friction = coefficient of friction * normal force). Normal force is equal to the car's weight (in this case).

    Problem 5

    • Given: Tension on ropes = 255 N, angles = 38°
    • Find: Mass of traffic light
    • Method: Resolve the tension forces into x and y components. The vertical components of tension must balance the weight of the light.

    Problem 6

    • Given: Force 1 = 12500 N, angle 1 = 5°, Force 2= 12000 N
    • Find: Net force and winner of tug-of-war
    • Method: Vector addition (resolve forces into x and y components, sum x and y components, calculate resultant magnitude and direction) The team with greater net force wins.

    Problem 7

    • Given: Mass = 1630 kg, horizontal force = 2970 N, time (part a) = 5.2 seconds, time (part b) = 3.9 seconds, mass of Santa = 2600 N
    • Find: Distance traveled in parts a and b
    • Method: Use Newton's second law to find acceleration first and then use the kinematic equations to solve for the distance.

    Problem 8

    • Given: Mass = 38 kg, incline = 11°, force = 118 N
    • Find: Normal force, velocity in X direction, distance = 28 meters
    • Method: Resolve forces into components to find normal force and acceleration. Use kinematic equations (find velocity)

    Problem 9

    • Given: Force = 185 N, angle = 25°, mass = 35 kg, coefficient of kinetic friction = 0.27
    • Find: Acceleration of the box
    • Method: Resolve force into components to find the net force acting on the box in the x direction. Calculate the friction force. Use Newton's second law (F= ma) to calculate acceleration.

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    Description

    This quiz covers various problems related to forces, including vector addition, the work-energy theorem, and Newton's laws of motion. Solve for resultant forces, work done, and coefficients of friction through different calculations. Perfect for reinforcing your understanding of dynamics in physics.

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