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a particle in the xy-plane starts at the point (4,2) and moves along the curve y= sqrt(x) to the point (0,0) and then returns along the same curve to point(1,1). use a single vector-valued function to represent the path of the particle over a single interval (for the parameter). dont forget to give the interval for the parameter.
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x=t^2 / 4 y=t/2
interval?
t goes frm 4 to 0 on first trip from 0 to 1 on the second
please :)
isnt the (t) function suppose to be continuious?
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isnt this continuous?
i think it should be 0 to 2 for 2nd trip: 2^2/4 = 1, 2/2 = 1
oh ys..my bad
and i agree it is continuous
im sorry i ment i thought that there should be one interval for both equations
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