(c) Using your components from part (c) above, calculate the magnitudes and directions of R, S, and D. When you specify a vector direction, please use the compass "north of east"-type terminology. There is more than one possible correct answer since, for example, 32° south of west is the same as 58° west of south.
(c) Using your components from part (c) above, calculate the magnitudes and directions of R, S, and D. When you specify a vector direction, please use the compass "north of east"-type terminology. There is more than one possible correct answer since, for example, 32° south of west is the same as 58° west of south.
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Question
vector A = 7.6 m, 73 degrees W of N
vector B = 3.5 m, 35 degrees N of E
Please answer only part c and d

Transcribed Image Text:(c) Using your components from part (c) above, calculate the
magnitudes and directions of R, S, and D. When you specify a vector
direction, please use the compass "north of east"-type terminology. There
is more than one possible correct answer since, for example, 32° south of
west is the same as 58° west of south.
magnitude of R:
direction of R:
magnitude of S:
direction of S:
magnitude of D:
direction of D:
(d) Lastly, you'll check your calculation of one vector combination using a
graphical method. Using a ruler, a protractor, and graph paper, add the
vectors -A and B using the head-to-tail method to construct D = B - A.
Measure your head-to-tail drawing to determine the magnitude and
direction of D and compare it with your finding in part (c). Note: you will
need to show the vectors -A and B on your diagram for full credit. We
suggest including a scale bar to indicate the conversion from meter units to
squares on the graph paper.
magnitude of D, read from the construction of vector D on graph paper:
direction of D, read from the construction of vector D on graph paper:
Percentage difference in the magnitude of D:
(take the difference between your values for D| in parts (c) and (d), divide
by the value of |D| in part (c), and multiply by 100)

Transcribed Image Text:(a) Using trigonometry, calculate the x and y components of the
vectors A and B. This part should be pure calculator work.
x-component of A: A,
y-component of A: A,
x-component of B: B
y-component of B: By
x-component of R: R
y-component of R: R₂
(b) Using your components from part d above, calculate the x and y
components of the following vector combinations:
• R = A + B
• S = A + 2B
.D=B-A.
x-component of S: S
y-component of S: S у
x-component of D: Dx
-
y-component of D: Dy
=
=
=
=
=
=
=
Expert Solution

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Given vectors
To find magnitude of R , S and D along with the direction
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