A particle is given an initial velocity of 50 meters per second at an ination having a slope of 44. The component of the acceleration is a= (-3) m/sec² and ay= m/sec². Find the following: a. The magnitude of the tangential and normal acceleration of the curve when t= 5 seconds 1. x-component of the velocity after 5 seconds 2. y-component of the velocity after 5 seconds 3. magnitude of the velocity after 5 seconds 4. direction of the velocity after 5 seconds 5. tangential component of the acceleration after 5 seconds 6. normal component of the acceleration after 5 seconds The radius of the curve path when t= 5 seconds

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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Solve 4,5,6

A particle is given an initial velocity of 50 meters per second at an
inclination having a slope of 34. The component of the acceleration is ax= (-3) m/sec² and ay=
(-2) m/sec². Find the following:
a. The magnitude of the tangential and normal acceleration of the curve when t= 5
seconds
1. x-component of the velocity after 5 seconds
2. y-component of the velocity after 5 seconds
3. magnitude of the velocity after 5 seconds
4. direction of the velocity after 5 seconds
5. tangential component of the acceleration after 5 seconds
6. normal component of the acceleration after 5 seconds
b. The radius of the curve path when t= 5 seconds
Transcribed Image Text:A particle is given an initial velocity of 50 meters per second at an inclination having a slope of 34. The component of the acceleration is ax= (-3) m/sec² and ay= (-2) m/sec². Find the following: a. The magnitude of the tangential and normal acceleration of the curve when t= 5 seconds 1. x-component of the velocity after 5 seconds 2. y-component of the velocity after 5 seconds 3. magnitude of the velocity after 5 seconds 4. direction of the velocity after 5 seconds 5. tangential component of the acceleration after 5 seconds 6. normal component of the acceleration after 5 seconds b. The radius of the curve path when t= 5 seconds
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