what is the focus and directrix of this equation

what is the focus and directrix of this equation

(X--5)(x--1) in standard and vertex form

equation of parabola if axis Y=0; passes through (3,2)&(2,-3)

What is the equation of the parabola with vertex (-5, 4) and focus (-2, 4)?

equation of parabola if axis Y=0; passes through (3,2)&(2,-3)

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...

A rock catapulting through the air is known to have a near perfect parabolic path. The rock lands at a horizontal distance of 170m from its starting point (which is at ground level), just skimming...

find the equation

find its quation

I'd appreciate it if you could show step by step i'm not very good at this and would like to know how to do it.

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",...

I dont understand how to solve it. please explain the steps

vertex (5,1) focus (5,-2)

We are currently graphing parabolas. This equation we are using completing the square to help make it into an equation where we are able to determine the vertex, focus, directrix, and axis of symmetry...

1. Find B if the parabola y = B(3 – x)(x + 5) has a turning point at (–1,4) 2. Find equation Turning point at (1,5) and y-intercept at (0,3)

what is the y-intercept for the graph of this equation? y=-2.5x^2-24x-11

what is the equation of parabola and please, show me steps.

I know that the x-intercepts are (0,0) and (2.4, 0 ), and that the vertex is (1.22, 7.3 ), and now I need to find the eqaution of this parabola using this information, except I have...

A daring feat performed in Acapulco, Mexico is for a person to dive from a cliff into the ocean. Starting about 17 metres above the water, the height, h (in metres), of a diver t seconds after he...

The height, h metres, of a model rocket above the ground t seconds after after launching is given by the equation h=4t(50-t) for 0 < t < 50 a) Sketch the graph of the rocket...

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