25. An ice skater glides across the surface of a frozen lake. At a certain moment its displacement is defined by the vector displacement: D= (20 meters)i + (+8.50 meters) j If 30 seconds later the skater comes to an instant stop, determine: ● What is the magnitude of the velocity that it carries during this interval? What is its direction of the resultant velocity vector with respect to the original path? Select one: a. Magnitude of the velocity is -0.27 meters/second and the direction of the vector is 20 degrees b. Magnitude of the velocity is 0.90 meters/second and the direction of the vector is 22.7 degrees c. Magnitude of the velocity is 0.72 meters/second and the direction of the vector is 22.7 degrees d. Magnitude of the velocity is 0.72 meters/second and the direction of the vector is 29.7 degrees

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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25. An ice skater glides across the surface of a frozen lake. At a certain moment its
displacement is defined by the vector displacement:
D= (20 meters)i + (+8.50 meters) j
If 30 seconds later the skater comes to an instant stop, determine:
●
●
What is the magnitude of the velocity that it carries during this interval?
What is its direction of the resultant velocity vector with respect to the original path?
Select one:
a. Magnitude of the velocity is -0.27 meters/second and the direction of the vector is 20
degrees
b. Magnitude of the velocity is 0.90 meters/second and the direction of the vector is 22.7
degrees
c. Magnitude of the velocity is 0.72 meters/second and the direction of the vector is 22.7
degrees
d. Magnitude of the velocity is 0.72 meters/second and the direction of the vector is 29.7
degrees
Transcribed Image Text:25. An ice skater glides across the surface of a frozen lake. At a certain moment its displacement is defined by the vector displacement: D= (20 meters)i + (+8.50 meters) j If 30 seconds later the skater comes to an instant stop, determine: ● ● What is the magnitude of the velocity that it carries during this interval? What is its direction of the resultant velocity vector with respect to the original path? Select one: a. Magnitude of the velocity is -0.27 meters/second and the direction of the vector is 20 degrees b. Magnitude of the velocity is 0.90 meters/second and the direction of the vector is 22.7 degrees c. Magnitude of the velocity is 0.72 meters/second and the direction of the vector is 22.7 degrees d. Magnitude of the velocity is 0.72 meters/second and the direction of the vector is 29.7 degrees
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