Q.

The point on the curve y3−3xy+2=0 where the tangent is horizontal is

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a

(0,0)

b

(1,1)

c

(0,1)

d

Does not exist

answer is D.

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Detailed Solution

Slope=(dydx)=−(3y)3y2−3x=3y3y2−3x If the tangent is horizontal ⇒slope= 0  ⇒y=0   ⇒ x does not exist ∴ Point does not exist
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