prove that from any point P(at2,2at) on the parabola y2=4ax, two normals can be drawn and their feet Q - Maths - Conic Sections

Question

prove that from any point P(at2,2at) on the parabola
y2=4ax, two normals can be drawn and their feet Q and R
have the parameters satisfying the equation
​&2 + &t+2=0

Lovina Kansal · Accepted Answer

Dear student
Your question is not clear and appears to be
incomplete Your satisfying equation is not clear Recheck your
question and please be a little specific so that we can provide you
with some meaningful help Looking forward to hear from you
again!
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prove that from any point P(at2,2at) on the parabola y2=4ax, two normals can be drawn and their feet Q and R have the parameters satisfying the equation ​&2 + &t+2=0

prove that from any point P(at²,2at) on the parabola y²=4ax, two normals can be drawn and their feet Q and R have the parameters satisfying the equation &²+ &t+2=0