Problem H.1.B\ Given: A particle

P

travels on a path described by the Cartesian coordinates of

y=cx(b-x)

,\ where

x

and

y

have the units of meters. The

x

-component of velocity,

x^()

, for

P

is constant.\ Find: For this problem:\ (a) Make a sketch of the path of

P

over the range of

Px=0PPx=(b)/(2)Pb=2m,c=(5)/(m)x^()=4(m)/(s)0.\ (b) Determine the Cartesian components of the velocity and acceleration of P at x=0. Add a\ sketch of the velocity and acceleration vectors for P to your path drawn above.\ (c) Determine the Cartesian components of the velocity and acceleration of P at x=(b)/(2.) Add a\ sketch of the velocity and acceleration vectors for P to your path drawn above.\ Use the following parameters in your analysis: b=2m,c=(5)/(m) and x^()=4(m)/(s).

Given: A particle P travels on a path described by the Cartesian coordinates of y=cx(bx), where x and y have the units of meters. The x-component of velocity, x, for P is constant. Find: For this problem: (a) Make a sketch of the path of P over the range of 0