conic-section

Question: Equation of any normal to the parabola ${{y}^{2}}=4a(x-a)$ is



1) $y=mx-2am-a{{m}^{3}}$
2) $y=m\,(x+a)-2am-a{{m}^{3}}$
3) $y=m\,(x-a)+\frac{a}{m}$
4) $y=m\,(x-a)-2am-a{{m}^{3}}$
Solution: Explanation: No Explanation
Parabola

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