Graph f(x)=-(x-4)^2+3

preview_player
Показать описание
Graph a quadratic using 3 points.
  1. Timothy Kasper
  2. algebra
  3. quadratics
  4. vertex form
  5. graphing
Рекомендации по теме
Graph f(x)=-(x-4)^2+3 0:01:59

Graph f(x)=-(x-4)^2+3

Graph of f(x) 0:09:36

Graph of f(x) = x^{4/3} - 8x^{2/3}

How to Graph 0:11:41

How to Graph Quadratic Functions by finding the Vertex, Axis of symmetry, X & Y intercepts

Graphing: Graph y 0:00:40

Graphing: Graph y = (x-3)^2 + 4

Graphing the quadratic 0:02:23

Graphing the quadratic function with transformations

Learn how to 0:07:32

Learn how to graph a quadratic

Graphing a quadratic 0:02:26

Graphing a quadratic with a horizontal shift

Graphing a Piecewise 0:04:01

Graphing a Piecewise Function

How to Graph 0:07:56

How to Graph a Parabola using Transformations

Identify the x 0:02:20

Identify the x intercepts and vertex of an equation in vertex form ex 6, y=(x-4)^2 -4

Given fx sketch 0:04:09

Given fx sketch the first and second derivative graph

Graphing a quadratic 0:07:48

Graphing a quadratic with multiple transformations

Evaluate a Function 0:04:29

Evaluate a Function from a Graph

Graph. f(x)=|x^2-3 x-4| 0:00:33

Graph. f(x)=|x^2-3 x-4|

Coordinates of Image 0:04:28

Coordinates of Image on Transformed Function PreCalculus MCR3U

SKETCHING MODULUS FUNCTIONS 0:40:02

SKETCHING MODULUS FUNCTIONS

How To Find 0:09:35

How To Find The Equation of a Quadratic Function From a Graph

How to Graph 0:03:46

How to Graph Lines in Slope Intercept Form (y=mx+b)

Graphing Piecewise Functions 0:11:59

Graphing Piecewise Functions - Precalculus

Rational Graphs Made 0:10:50

Rational Graphs Made Easy Find the vertical and horizontal asymptote

Learn how to 0:02:15

Learn how to evaluate for a function

Using the parts 0:06:02

Using the parts of a quadratic to graph

How to Graph 0:18:49

How to Graph a Quadratic Function? Quadratic Function, Vertex, Axis of Symmetry and Parabola

Graph Quadratic Equations 0:14:05

Graph Quadratic Equations without a Calculator - Step-By-Step Approach