Question: A particle moves in the x-y plane with an x-component of velocity inmeter per second given by vx = 4√t, with t in seconds. The acceleration of theparticle in the y-direction in meter per second squared is given by by ay = 4 e(t),with t in seconds. When t=4, y=10, x=4, and vy 10, (a) Find the equation of thepath of the particle and (b) calculate the magnitude of the velocity v of the particlefor the instant when its y-coordinate reaches 20 m, and the angle which the velocitymakes with the x-axis.=

vx=4t ay=4etboundary condition:t=4 sx=4 my=10 mvy=10 m/s

Question: A particle moves in the x-y plane with an x-component of velocity in meter per second given by vx = 4√t, with t in seconds. The acceleration of the particle in the y-direction in meter per second squared is given by by ay = 4 e(t), with t in seconds. When t=4, y=10, x=4, and v₂ = 10, (a) Find the equation of the Vy path of the particle and (b) calculate the magnitude of the velocity v of the particle for the instant when its y-coordinate reaches 20 m, and the angle which the velocity makes with the x-axis.

Question: A particle moves in the x-y plane with an x-component of velocity in meter per second given by vx = 4√t, with t in seconds. The acceleration of the particle in the y-direction in meter per second squared is given by by ay = 4 e(t), with t in seconds. When t=4, y=10, x=4, and v₂ = 10, (a) Find the equation of the Vy path of the particle and (b) calculate the magnitude of the velocity v of the particle for the instant when its y-coordinate reaches 20 m, and the angle which the velocity makes with the x-axis.

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