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e res int usine hear Pad-

e res int usine hear Pad-

University Physics Volume 1
University Physics Volume 1
18th Edition
ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter2: Vectors
Section: Chapter Questions
Problem 33P: A trapper walks a 5.0-km straigt4ine distance from his cabin to the lake, as shown in the following...
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Work through the following problems and write your answers in the spaces provided. You may use additional paper for your solutions. Attach your solutions to this worksheet. 1. Find the resultant using (a) the head-to-tail method, and (b) the parallelogram method: A clever adventurer on a treasure hunt reads the following instructions from his map: Walk 347 m east of a large acacia tree, then 764 m at a direction 25* north of east, then 465 m in a southwesternly direction. Because he studied physics in college, he uses vector addition using graphical methods to make his search easier. According to his graphs, how far and in what direction should he walk to get directly to the treasure? 2. Find the magnitude and direction of the resultant for Number 1 by finding the components of each displacement, and then summing them up. D(10.0 m) 30 53° 25°. C(12.0 m) | 4(8.00 m) Figure A1-1. Displacements on a Cartesian plane 3. Find the resultant using (a) the parallelogram method, and (b) by summing up components. For the vectors in Figure A1-1, find the magnitude and direction of the vector sum 2A + C-B using the methods stipulated. 4. Find the resultant using (a) the head-to-tail method, and (b) by summing up components. For the vectors in Figure A1-1, find the magnitude and direction of an unknown vector E such that the vector sum of B – 2A - E is 10.0 m, 24° N of W. B(15.0 m)
Transcribed Image Text:Work through the following problems and write your answers in the spaces provided. You may use additional paper for your solutions. Attach your solutions to this worksheet. 1. Find the resultant using (a) the head-to-tail method, and (b) the parallelogram method: A clever adventurer on a treasure hunt reads the following instructions from his map: Walk 347 m east of a large acacia tree, then 764 m at a direction 25* north of east, then 465 m in a southwesternly direction. Because he studied physics in college, he uses vector addition using graphical methods to make his search easier. According to his graphs, how far and in what direction should he walk to get directly to the treasure? 2. Find the magnitude and direction of the resultant for Number 1 by finding the components of each displacement, and then summing them up. D(10.0 m) 30 53° 25°. C(12.0 m) | 4(8.00 m) Figure A1-1. Displacements on a Cartesian plane 3. Find the resultant using (a) the parallelogram method, and (b) by summing up components. For the vectors in Figure A1-1, find the magnitude and direction of the vector sum 2A + C-B using the methods stipulated. 4. Find the resultant using (a) the head-to-tail method, and (b) by summing up components. For the vectors in Figure A1-1, find the magnitude and direction of an unknown vector E such that the vector sum of B – 2A - E is 10.0 m, 24° N of W. B(15.0 m)
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