How to find point of intersection of line y = mx+c and parabola y^2 = 4ax? Any help would be appreciated.
(mx+c)^2 = 4ax
substituting y from the line eqn into the parabola
you mean to say, square the term ( mx+c) and equate it to 4ax?
yes
youll get a quadratic eqn in x..you solve it and obtain 2 values of x
then u plug in those values of x into any one of the two eqns and find the 2 corresponding values of y
ok. I will try it. I never thought it would be so simple. And what abt x^2 = 4ay.
then plug value of y into the parabola x^2= 4a(mx+c)
Ok. let me note it down.Thanks for ur help.I appreciate it.
for finding any point of intersection u just just consider the 2 eqns as 2 variable eqns..and solve for x and y by eliminating one of them...whichever is feasible
where r ufrom? wht class?
I am from India.This is BCA maths preparation.
hey i know ur indian....BCA maths prep ..so ur 18? frgiv my ignorance..i dunno abt bca
Bachelor in Computer Applications.
arre yaar that i know/......
U also seem Indian...
yes...i just dunno at wht level do u start bca prep..in class 12 or after?
No, this is correspondence course.U can do it any time.
ohk....right miss...best of luck....hope we c more of each other here...
yeah, thanks for ur help.
no worries helping sweet women: )
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