please help me solve for y in this parabola equation

please help me solve for y in this parabola equation

How do I graph this my x scale has to go by .25 so what is my y coordinates(h vs t)(h-x vs t-y) i also need to know what the equation for this problem would be

This is in the section on parabolas. To me it seems like x=-1 or 1 But I think the answer is supposed to be a parabola, and I have no idea how to find the y related function: here's...

Write an equation for a parabola that is congruent to y=1/3x^2, has vertex (3,-5)

Vertex (6 , -10) and focus (23/4 , -10)

Hey everyone, is it possible to find the equation of a parabola (i know is a parabola) from a part of its graph... Simply i took a parabolic dish (satellite one) , i cut it in 2 perfect pieces...

Point: (0,3) (1,0) (2,-1) (3,0)

need its solution

please help me, I've done this a billion times. A parabola of the form y=ax2+bx+c has a vertex located at x=2. The y-coordinate of the parabola at x=5 is 0/6 . The...

A baseball is hit so that its height can be modeled by the equation h(t)-=-4.9t^2+115t+6 where h(t) represents the height in meters of the baseball t seconds after the ball is hit...

I need to know how to get it not the formula

Find an equation of the form y = a(x − x1)(x − x2) of a parabola with a point of (5,-5) and x-intercepts of -4 and 6.

A. Y=5(x+28)^2 -11 B. X=5(y+11)^2 -28 C.y=-5(x+11)^2 -28 D.x=-5(y+28)^2 -11

find its quation

Write the standard form of the equation of the parabola that has the indicated vertex and passes through the given point. Use f(x)=a(x-h)^2+k. Vetex: (2,3) Point: (-4,2)

Hi, I'm being asked to determine equation of a parabola without the zeros I'm not too sure what that means to be honest, But, lets say you get 3 points of a parabola, none of them are "zeros",...

Find the equation of a parabola through (-15/4 , 2) and (0,-1) whose axis is parallel to the x axis and latus rectum is 4. Please help

The center of a pipe with a diameter of 0.5 in. is located 10 in. from a mirror with a parabolic cross section used as a solar collector. The center of the pipe is at the focus of the parabola. a...

Archimedes proved that the area between a line and a parabola equals 4/3 the area of the inscribed triangle formed by the two points of intersection and the point on the parabola midway between the...

Write the equation of the parabola with focus F(1,1) and directrix y=5