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a perpendicular line is drawn from focus F of the parabola x^2 =4ay to the point X on the tangent at P(2ap, ap^2). Find the locus of X
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lets try
lets call the point on tangent : X (x, y)
x^2=4ay, can we write the tangent equation at P(2ap, ap^2) ?
yes just a sec
okayy
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y-ap^2 =p(x-2ap)
good :) calculate the distance from Focus to the tangent
use the same formula we used last time : perpendicular distance form Focus to the tangent line : (Ax1+BY1+C)/sqrt(A^2+B^2)
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