The points of intersection of the curves whose parametric equations are \[x={{t}^{2}}+1,\ y=2t\] and \[x=2s,\ y=\frac{2}{s}\] is given by

The points of intersection of the curves whose parametric equations ar

1.	The points of intersection of the curves whose parametric equations are \[x={{t}^{2}}+1,\ y=2t\] and \[x=2s,\ y=\frac{2}{s}\] is given by
A.	\[(1,\ -3)\]
B.	(2, 2)
C.	(?2, 4)
D.	(1, 2)
Answer» C. (?2, 4)

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The points of intersection of the curves whose parametric equations are \[x={{t}^{2}}+1,\ y=2t\] and \[x=2s,\ y=\frac{2}{s}\] is given by

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