If the two normals at \(t_1\) and \(t_2\) on parabola \(y^2=4ax\) meet the parabola again at \(t_3\) then \(t_1t_2=\): a)1 b)-1 c)2 d)-2
t1 and t2 are values of x or y?
I guess something parametric.. Not very sure.. It has something to do with parametric equations!
usually you are given formulas for x and y in terms of t in these situations. are you sure you haven't omitted any info from the question?
I am 100% sure i haven't omitted anything..
parametric eqs for y^2 = 4ax will be x = 2at and y = at^2.....this is the standard form.
exactly! but i don't know how to proceed.. :(
oh I'm sorry....I gave the parametric eqs wrong...it should be x = at^2 and y = 2at.
Did you?? LOL.. I didn't even read them.. I am reading your answer right now.
yea...my bad! just realized i wrote them the other way round!
let y=t, x=t^2/4a, ... |dw:1341948267556:dw| perhaps
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