Tutorials in Introductory Physics
1st Edition
ISBN: 9780130970695
Author: Peter S. Shaffer, Lillian C. McDermott
Publisher: Addison Wesley
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Chapter 1.2, Problem 1aT
The computer program assumes a particular coordinate system. Describe this coordinate system.
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The pilot of a private plane flies 20.0 km in direction 60° north of east, then 30.0 km straight east, then 10.0 km straight north. How far and in what direction is the plane from the starting point?
QUESTION 1
Starting in Albany, you travel a distance 221 miles in a direction 35.4 degrees north of west. Then, from this new position, you travel another distance 443 miles in a direction 13.1 degrees north of east. In your final position, what is your displacement from Albany?
340 miles 42.3 degrees North of West
664 miles 48.5 degrees North of East
731 miles 66.7 degrees North of West
664 miles 48.5 degrees North of West
QUESTION 2
You start out by driving 72 miles south in 3 hours and 13 minutes, and then you stop and park for a while. Finally you drive another 29 miles north in 2 hours and 5 minutes. The average velocity for your entire trip was 6.49 miles per hour to the south. How much time did you spend parked?
1 hours 19 minutes
2 hours 39 minutes
0 hours 39 minutes
6 hours 37 minutes
QUESTION 3
A rocket-powered sled moves along a track, eventually reaching a top speed of 246 m/s to the east. It then…
A plane leaves Denver and travels 239 miles bearing N77 degrees W, then makes a course correction and travels N33 degrees W for 95 miles. How many miles north of Denver did they travel (round to two decimal places)?
Chapter 1 Solutions
Tutorials in Introductory Physics
Ch. 1.1 - Each person in your group should obtain a ruler...Ch. 1.1 - Each person in your group should obtain a ruler...Ch. 1.1 - Each person in your group should obtain a ruler...Ch. 1.1 - Each person in your group should obtain a ruler...Ch. 1.1 - Each person in your group should obtain a ruler...Ch. 1.1 - Each person in your group should obtain a ruler...Ch. 1.1 - Each person in your group should obtain a ruler...Ch. 1.1 - A. In the space below, sketch a possible ticker...Ch. 1.1 - B. Together with your classmates, take your ticker...Ch. 1.1 - C. Based on your observations of your tape segment...
Ch. 1.1 - D. Review your earlier interpretation of the speed...Ch. 1.1 - E. Suppose you selected two widely separated dots...Ch. 1.2 - The computer program assumes a particular...Ch. 1.2 - Description of Motion:Ch. 1.2 - Description of Motion:Ch. 1.2 - Description of Motion:Ch. 1.2 - How are the motions in parts C and D similar? How...Ch. 1.2 - Description of Motion:Ch. 1.2 - Description of Motion:Ch. 1.2 - Description of Motion: Move toward the detector...Ch. 1.2 - How do the acceleration graphs for F, G, and H...Ch. 1.2 - Description of Motion: Initially move away from...Ch. 1.2 - Description of Motion:Ch. 1.2 - Description of Motion:Ch. 1.2 - The term decelerate is often used to indicate that...Ch. 1.3 - Draw vectors on your diagram that represent the...Ch. 1.3 - B. In the space at right, compare the velocities...Ch. 1.3 - Consider the change in velocity vector between two...Ch. 1.3 - Use the definition of acceleration to draw a...Ch. 1.3 - Does the acceleration change as the ball rolls up...Ch. 1.3 - Generalize your results thus far to answer the...Ch. 1.3 - Choose two successive points. In the space at...Ch. 1.3 - In the space at right, draw a vector to represent...Ch. 1.3 - Choose a point before the turnaround and another...Ch. 1.3 - Suppose that you had chosen the turnaround as one...Ch. 1.3 - In the space at right, draw a vector that...Ch. 1.4 - Prob. 1aTCh. 1.4 - If you were to choose a different origin for the...Ch. 1.4 - On a separate part of your paper, copy the...Ch. 1.4 - Suppose you were to choose a new point on the...Ch. 1.4 - On a separate part of your paper, copy the...Ch. 1.4 - Suppose the object started from rest at point E...Ch. 1.4 - At several points on each of the diagrams below,...Ch. 1.5 - The second diagram at right shows the positions of...Ch. 1.5 - The picture of the spaceships and shuttle from the...Ch. 1.5 - Prob. 1cTCh. 1.5 - Spaceship C moves so as to remain a fixed distance...Ch. 1.5 - Consider the following statement: "The...Ch. 1.5 - Prob. 1fTCh. 1.5 - Describe the motion of the car and the truck...Ch. 1.5 - Complete the diagram at right by drawing the car...Ch. 1.5 - Use your completed diagram to sketch average...Ch. 1.5 - During a small time interval t from just before to...
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- Starting in Albany, you travel a distance 406 miles in a direction 14.9 degrees north of west. Then, from this new position, you travel another distance 444 miles in a direction 21.5 degrees north of east. In your final position, what is your displacement from Albany? 268 miles 85.6 degrees North of West 850 miles 36.4 degrees North of East 848 miles 54.6 degrees North of West 850 miles 36.4 degrees North of Westarrow_forwardTo get out of the harbor, a container ship sails at a bearing of 240° for 6 km before changing direction due north. If the container ship travels 15 km north from where it changed direction, what is the bearing of the ship relative to the starting point in the harbor?arrow_forwardAn airplane flies 200 km due west from city A to city B and then 260 km in the direction of 35.0° north of west from city B to city C. (a) In straight-line distance, how far is city C from city A? km(b) Relative to city A, in what direction is city C? ° north of west(c) Why is the answer only approximately correct?arrow_forward
- Draw the most appropriate set of coordinate axes for this problem.arrow_forwardStarting in Albany, you travel a distance 285 miles in a direction 40.8 degrees north of west. Then, from this new position, you travel another distance 345 miles in a direction 12.5 degrees north of east. In your final position, what is your displacement from Albany? a. 687 miles 44.4 degrees North of West b. 630 miles 53.3 degrees North of East c. 288 miles 65.1 degrees North of West d. 630 miles 53.3 degrees North of Westarrow_forwardStarting in Albany, you travel a distance 322 miles in a direction 21.2 degrees north of west. Then, from this new position, you travel another distance 327 miles in a direction 26.4 degrees north of east. In your final position, what is your displacement from Albany?948 miles 47.6 degrees North of East 649 miles 47.6 degrees North of East 262 miles 88.4 degrees North of East 649 miles 47.6 degrees North of Westarrow_forward
- Include a picture or description of your coordinate system (origin, positive direction).arrow_forwardA woman sailing a boat is following directions to a dock. First she sails 27.5m 66 degrees NE. Then she travels 35m 22 degrees NW from that position. What is the magnitude and direction of the resultant vector?arrow_forwardAn airplane pilot wishes to fly to his destination 500 mi due west, but the wind is blowing at 28.7 mi/hr toward 25.7° north of west. The speed of the plane relative to the air is 169.1 mi/hr. At what angle (south of west) must the pilot orient the plane in order to fly to his destination directly? If the pilot orients the plane at that angle, what will be the speed of the plane relative to the ground?arrow_forward
- An airplane flies 200 km due west from city A to city B and then 360 km in the direction of 30.5° north of west from city B to city C. (a) In straight-line distance, how far is city C from city A? km (b) Relative to city A, in what direction is city C? ° north of west (c) Why is the answer only approximately correct?arrow_forwardMost days after lunch, I like to take a stroll around campus ( given it’s not too hot ). Suppose on this day, I walk 4.38 meters 53.50 degrees north-east. If I then walk another 3.24 meters north, how far will I have to walk in a straight line to get back to the physics building where I started?arrow_forwardA duck swims 4 m northeast, 3 m 60 degrees, and 5 m at 20 degrees north of west. How far is the duck from where he started? What angle (with respect to east) would the duck need to travel to get back where he started?arrow_forward
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