A building has a square base of side 40.0 m and a height of 60.0 m. The base is aligned in the North-South direction (see figure). Starting from the ground at the Southwest corner, one mouse moves through the building ducts to the Northwest corner of the roof, while another mouse moves from the same origin to the center of the East side face (shaded in the drawing) Calculate: the red dot is the origin point. (A) The angle between the displacements of the two mice. (B) The direction angles of the second mouse displacement. (C) A unit vector that is perpendicular to the displacements of the mice. (D) The movement that the second mouse should make to get to where the first mouse is.
A building has a square base of side 40.0 m and a height of 60.0 m. The base is aligned in the North-South direction (see figure). Starting from the ground at the Southwest corner, one mouse moves through the building ducts to the Northwest corner of the roof, while another mouse moves from the same origin to the center of the East side face (shaded in the drawing) Calculate: the red dot is the origin point. (A) The angle between the displacements of the two mice. (B) The direction angles of the second mouse displacement. (C) A unit vector that is perpendicular to the displacements of the mice. (D) The movement that the second mouse should make to get to where the first mouse is.
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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A building has a square base of side 40.0 m and a height of 60.0 m. The base is aligned in the North-South direction (see figure). Starting from the ground at the Southwest corner, one mouse moves through the building ducts to the Northwest corner of the roof, while another mouse moves from the same origin to the center of the East side face (shaded in the drawing) Calculate:
the red dot is the origin point.
(A) The angle between the displacements of the two mice.
(B) The direction angles of the second mouse displacement.
(C) A unit vector that is perpendicular to the displacements of the mice.
(D) The movement that the second mouse should make to get to where the first mouse is.
![60,0 m
Origen
40,0 m
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Transcribed Image Text:60,0 m
Origen
40,0 m
www
HH
www
f
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