what is polar subtangent and polar subnormal ?
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Step-by-step explanation:
Let P = (r, θ) be a point on a given curve defined by polar coordinates and let O denote the origin. ... Similarly, let N now be the point where the normal to the curve intersects the line. Then OT and ON are, respectively, called the polar subtangent and polar subnormal of the curve at P.
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Answer:
Let P = (r, θ) be a point on a given curve defined by polar coordinates and let O denote the origin. ... Similarly, let N now be the point where the normal to the curve intersects the line. Then OT and ON are, respectively, called the polar subtangent and polar subnormal of the curve at P.
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