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In the curve {x}^{{{m}+{n}}}={a}^{{{m}-{n}}}{y}^{{{2}{n}}} , p

Question

In the curve $x^{m + n} = a^{m - n} y^{2 n}$ , prove that the $m t h$ power of the sub-tangent varies as the $n t h$ power of the sub-normal.

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In the curve

x^{m + n} = a^{m - n} y^{2 n}

, prove that the

m t h

power of the sub-tangent varies as the

n t h

power of the sub-normal.

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Question Text

In the curve

x^{m + n} = a^{m - n} y^{2 n}

, prove that the

m t h

power of the sub-tangent varies as the

n t h

power of the sub-normal.

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