Physics Midterm Exam for Physics 131 at UC Berkeley, Winter 1998, Exams of Physics

A midterm exam for the 'physics 131' course at the university of california, berkeley, held in winter 1998. The exam covers various topics in physics, including projectile motion, kinematics, and friction. Students are required to work out problems on separate sheets of paper and show their work. Questions include calculating the maximum height a baseball reaches on a planet with constant acceleration, determining the direction and distance to go home after walking in different directions, and finding the tension in a strap attached to a suitcase as it is dragged along level ground.

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2012/2013

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AJM:12/14/01 Score /100
Physics 131 Midterm Winter 1998
Name
Please work the problems on separate sheets of paper and staple this sheet to the front. Read each problem
carefully. Show your work and/or give explanations for all answers. Make sure that your answers are
given with a reasonable number of sig figs and that you have included appropriate units. Check your
answers for physical reasonableness whenever possible. I do give partial credit, but only if I can follow
your work, so be as clear as possible about what you are doing.
1. [25 pts] On Planet X freely falling objects have a constant acceleration of 5.0 m/s2. When a baseball is
thrown directly upward from the surface of the planet with an initial speed of 30 m/s, what is the
maximum height that it reaches? (Neglect air resistance.)
2. [25 pts] Starting from home, a woman walks 2.0 km west. Then she turns to a
direction 30° to the east of south and walks 3.0 km. Finally she walks 4.0 km north.
a) How far is she from home?
b) What direction should she walk to go directly home?
3. A rock is thrown horizontally off the edge of a vertical cliff with an initial speed of 24
m/s. It hits level ground extending away from the base of the cliff 4.0 s later.
a) [5 pts] How far from the base of the cliff does the rock land? (Please neglect air resistance.)
b) [10 pts] How high is the cliff?
c) [10 pts, harder] If the rock had been thrown with the same speed but at an angle 30° above the
horizontal, how far from the base of the cliff would it have landed?
4. A man drags a 30 kg suitcase along level ground at a constant speed
using a strap attached to the suitcase that makes a 25° angle with the
horizontal as shown at right. The coefficient of kinetic friction between
the suitcase and the ground is 0.45.
a) [15 pts] How hard does the man have to pull—i.e., what is the
tension in the strap? [A simple reminder: “Use the method!”]
b) [10 pts] If the man pulled just as hard on the moving suitcase (as in
part a), but with the strap horizontal instead of at a 25° angle, would
the suitcase speed up or slow down? (As always, show your calculations; no credit for simply
guessing correctly!)
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AJM:12/14/01 Score (^) /

Physics 131 Midterm Winter 1998

Name

Please work the problems on separate sheets of paper and staple this sheet to the front. Read each problem carefully. Show your work and/or give explanations for all answers. Make sure that your answers are given with a reasonable number of sig figs and that you have included appropriate units. Check your answers for physical reasonableness whenever possible. I do give partial credit, but only if I can follow your work, so be as clear as possible about what you are doing.

  1. [25 pts] On Planet X freely falling objects have a constant acceleration of 5.0 m/s^2. When a baseball is thrown directly upward from the surface of the planet with an initial speed of 30 m/s, what is the maximum height that it reaches? (Neglect air resistance.)
  2. [25 pts] Starting from home, a woman walks 2.0 km west. Then she turns to a direction 30° to the east of south and walks 3.0 km. Finally she walks 4.0 km north. a) How far is she from home? b) What direction should she walk to go directly home?
  3. A rock is thrown horizontally off the edge of a vertical cliff with an initial speed of 24 m/s. It hits level ground extending away from the base of the cliff 4.0 s later. a) [5 pts] How far from the base of the cliff does the rock land? (Please neglect air resistance.) b) [10 pts] How high is the cliff? c) [10 pts, harder] If the rock had been thrown with the same speed but at an angle 30° above the horizontal, how far from the base of the cliff would it have landed?
  4. A man drags a 30 kg suitcase along level ground at a constant speed using a strap attached to the suitcase that makes a 25° angle with the horizontal as shown at right. The coefficient of kinetic friction between the suitcase and the ground is 0.45. a) [15 pts] How hard does the man have to pull—i.e., what is the tension in the strap? [A simple reminder: “Use the method!”] b) [10 pts] If the man pulled just as hard on the moving suitcase (as in part a), but with the strap horizontal instead of at a 25° angle, would the suitcase speed up or slow down? (As always, show your calculations; no credit for simply guessing correctly!)

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W E