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Differential and integral calculus, an introductory course for colleges and engineering schools. 9. x=t2(t-S), y=tx. 7. x= 10(t*-t), tx. 10. x 2-P , y= tx. 91 CURVES GIVEN BY PARAMETRIC EQUATIONS
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![For the plane curve, (a) graph the curve, and (b) find a rectangular equation for the curve. x = t^2 + 2,\; y = t^2 - 4, \;\text{for t in}\; [-\infty, \infty] | Homework.Study.com](https://homework.study.com/cimages/multimages/16/t3457070011020885200975.png "For the plane curve, (a) graph the curve, and (b) find a rectangular equation for the curve. x = t^2 + 2,\; y = t^2 - 4, \;\text{for t in}\; [-\infty, \infty] | Homework.Study.com")
For the plane curve, (a) graph the curve, and (b) find a rectangular equation for the curve. x = t^2 + 2,\; y = t^2 - 4, \;\text{for t in}\; [-\infty, \infty] | Homework.Study.com
![Write an equation for the given tangent curve in the form y = A tan [B(x-C)] + D. | Homework.Study.com](https://homework.study.com/cimages/multimages/16/aaaaaaa2308688061700550280.png "Write an equation for the given tangent curve in the form y = A tan [B(x-C)] + D. | Homework.Study.com")