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Eliminate the parameter and write the correspnding rectangular equation whose graph represents the curve. x=sqrt(t) y=1-t
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I got the x, t=x^2, but the y..
substitute that into the second equation... y=1-x^2
Oh.. really? lmfao
I swear I look at things and put WAY too much thought into them.
@dpaInc how about for x=4+2cos(theta) and y=-1+2sin(theta)?
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these are polar equations... change back using x^2+y^2=r^2 tan(theta)=y/x x=rcostheta y=rsintheta
x=4+2cos(theta)-->(x-4/2)^2=cos^2theta
((x-4)/2)^2+((y-1)/2))^2=1
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