The curve is , and the point is (2, 0).

We can use implicit differentiation to find y \\'.

The implicit(or total) derivation of is, \ \

Substitute the values of (x, y ) = (2, 0) in the above equation.

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This is the slope (m ) of the tangent line to the implicit curve at (2, 0).

To find the tangent line equation, substitute the values of and (x, y ) = (2,0) in the slope intercept form of an equation.

y = mx + b

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Substitute and in y = mx + b.

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The tangent line equation is .