A particle moves in a parabolic path y = cx? with a constant speed vo. Find expressions for the velocity v and acceleration a of the particle when it is at position (x, y). vo Vi+4c²x² (î + 2cxĵ) a = 2cv? (1+4c²x²)² :(-2cxî + j) v = ANS
A particle moves in a parabolic path y = cx? with a constant speed vo. Find expressions for the velocity v and acceleration a of the particle when it is at position (x, y). vo Vi+4c²x² (î + 2cxĵ) a = 2cv? (1+4c²x²)² :(-2cxî + j) v = ANS
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Transcribed Image Text:A particle moves in a parabolic path y = cx? with a constant speed vo. Find expressions for the
velocity v and acceleration a of the particle when it is at position (x, y).
vo
2cv?
Tue (î + 2cxj) a =
(-2схі + )
v =
1+4c²x
(1+4c²x²)2
ANS
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