Question

The graph of a quadratic function results in a:
a. Hyperbola
b. Parabola
c. Ellipse
d. Conical Ellipse

Answer 1

@nirmalnema :o Do you know this

Answer 2

parabola

Answer 3

you asked this question yesterday.

Answer 4

And I told you, that it is a parabola, that is opening up or down.

Answer 5

Give me any quadratic equation, and I'll make it into a parabola.

Answer 6

Why does it turn into a parabola

Answer 7

@SolomonZelman

Answer 8

It turns into a U or ∩ shaped parabola, because the equation of the parabola is
y=a(x-h)²+k (where (h,k) is the center. I would call it the minimum point of a U shaped, and the maximum point of a ∩ shaped parabola).

Take any quadratic equation,

rx²+sx+t=0 (where s and t are numbers)
r(x²+{s/r}x)+t=0
r(x²+{s/r}x+N)-{N × r} +t=0 (where N is the number that would make parenthesis a perfect square.

It is hard to explain it just like this without any example, but you propose an example, and I'll show.