(The complete question is in the picture)The vector−→k and −→x in the figure has amagnitude of 5.00 [m−1] and 15.0 [m], respectively. Thevector−→k makes an angle of 10.0◦ with respect to the yaxis while the vector −→x makes an angle of 35.0◦ withrespect to the x-axis. What is the scalar product,−→k ·−→x ?A. 53.0B. 61.4C. 73.9D. 148 Double swing The vector k and in the figure has amagnitude of 5.00 [m-1] and 15.0 [m], respectively. Thevector k makes an angle of 10.0° with respect to the y-axis while the vector 7 makes an angle of 35.0° withrespect to the x-axis. What is the scalar product, k 7?y35.0°10.0°15.0 [m]5.00 [m-1]А. 53.0В. 61.4С. 73.9D. 148

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Description: (The complete question is in the picture)The vector−→k and −→x in the figure has amagnitude of 5.00 [m−1] and 15.0 [m], respectively. Thevector−→k makes an angle of 10.0◦ with respect to the yaxis while the vector −→x makes an angle of 35.0◦ withres

Let the vector k's magnitude k is represented by k and vector x's magnitude is represented by x. The…

Answered: Double swing The vector k and 7 in the…

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter6: Energy Of A System

Section: Chapter Questions

Problem 13P

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(The complete question is in the picture)

The vector−→k and −→x in the figure has a
magnitude of 5.00 [m−1] and 15.0 [m], respectively. The
vector−→k makes an angle of 10.0◦ with respect to the yaxis while the vector −→x makes an angle of 35.0◦ withrespect to the x-axis. What is the scalar product,−→k ·−→x ?

A. 53.0
B. 61.4
C. 73.9
D. 148

Double swing The vector k and in the figure has a
magnitude of 5.00 [m-1] and 15.0 [m], respectively. The
vector k makes an angle of 10.0° with respect to the y-
axis while the vector 7 makes an angle of 35.0° with
respect to the x-axis. What is the scalar product, k 7?
y
35.0°
10.0°
15.0 [m]
5.00 [m-1]
А. 53.0
В. 61.4
С. 73.9
D. 148

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