Let P and Q be any points on the curves (x - 1)^2 +(y + 1)^2 =1 and y = x^2 , respectively. - Sarthaks eConnect

Let P and Q be any points on the curves (x - 1)² +(y + 1)² =1 and y = x² , respectively. The distance between P and Q is minimum for some value of the abscissa of P in the interval

(A) \(\left(0, \frac14\right)\)

(B) \(\left(\frac12, \frac34\right)\)

(D) \(\left(\frac34,1\right)\)

Let P and Q be any points on the curves (x - 1)^2 +(y + 1)^2 =1 and y = x^2 , respectively.

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