1-) A particle is moving in a straight line whose acceleration (in m/sec*), is given by the relation a = a ve BY, where v is the velocity (in m/sec) of the particle and a and ßare constants. If it is known that the velocity of the particle is zero when the position of the particle s is zero, determine the velocity of the particle when the position of the particle s = 25 m. The numerical values for the es = constants are given as a- 0.4 sec-l and ß= 0.2 sec/m.

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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1-) A particle is moving in a straight line whose acceleration (in m/sec²), is given by the relation
a = a ve - BY, where v is the velocity (in m/sec) of the particle and a and ß are constants. If it is
known that the velocity of the particle is zero when the position of the particle s is zero, determine the
velocity of the particle when the position of the particle s = 25 m. The numerical values for the
constants are given as a = 0.4 sec-' and B= 0.2 sec/m.
Transcribed Image Text:1-) A particle is moving in a straight line whose acceleration (in m/sec²), is given by the relation a = a ve - BY, where v is the velocity (in m/sec) of the particle and a and ß are constants. If it is known that the velocity of the particle is zero when the position of the particle s is zero, determine the velocity of the particle when the position of the particle s = 25 m. The numerical values for the constants are given as a = 0.4 sec-' and B= 0.2 sec/m.
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