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Question: If tangent of the curve x = t<sup>2</sup> – 1, y = t<sup>2</sup> – t is perpendicular to x-axis, the...

If tangent of the curve x = t2 – 1, y = t2 – t is perpendicular to x-axis, then –

A

t = 0

B

t = 11

C

t = ¥

D

t = –1/3\sqrt{3}

Answer

t = 0

Explanation

Solution

(dydx)\left( \frac{dy}{dx} \right) = ¥