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Equation of the parabola y=x^23 kx1=x^23\iff x^2kx4=0 Now, the line will touch the parabola if both real roots of the above

X 2 4ay parabola-Example 2 The equation of a parabola is 2(y3) 2 24 = x Find the length of the latus rectum, focus, and vertex Solution To find length of latus rectum, focus and vertex of a parabolaCalculus questions and answers (3) The parabola with equation \( y=A x^{2}B x \) has the tangent line \( y=4 x2 \) at \( (2,6) \) Find the

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Results produced by the online Parabola equation solver are highly reliable focus (x,y)= directrix= focal diameter= 3The directrix and the focus provide enough information to write an equation3) parabola y= 2(x3)^24 ma dwa punkty wspolne z prostą o rownaniu a) y=0 b) y=4 c) y=6 d) y=10 0 pkt Odpowiedz 1 answer 0 about 10 years ago ffff majfranek Expert Odpowiedzi

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