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16. Tangents and Normals
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Q3 of 149 Page 16

Find the equation of the tangent and the normal to the following curves at the indicated points:

at (x0, y0)

finding the slope of the tangent by differentiating the curve




m(tangent) at (x0, y0) =


normal is perpendicular to tangent so, m1m2 = – 1


m(normal) at (x1, y1) =


equation of tangent is given by y – y1 = m(tangent)(x – x1)



equation of normal is given by y – y1 = m(normal)(x – x1)



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Find the equation of the tangent and the normal to the following curves at the indicated points:

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Questions · 149
16. Tangents and Normals
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