Parabola Conic section. Warm-up Graph the following parabola using: I Finding the solution of the equations (Factoring) II Finding the VERTEX (Using formula)
1 6.6 Analyzing Graphs of Quadratic Functions. Graphing the parabola y = f (x) = ax 2 Consider the equation y = x 2 0 1 4 1 (–1, 1)(0, 0)(1, 1)(2, 4)
Co-ordinate Geometry 1 Contents 1.Distance between points (Simple)Distance between points (Simple) 2.Pythagoras and Distance between two pointsPythagoras.
The base units we will use in this course: Metric Prefixes are used on SI Units to make it easier to describe the values. Prefix:Symbol:Magnitude:Meaning.
7.2 Alg 2 exploring exponential models
The scientific method comes in many different forms but always has these basic steps: 1. Ask a question 2. Develop a hypothesis (An if/then statement.
Chapter 8-1 Exploring Exponential Models
Essential Question: How do you find a growth factor and a decay factor?
Some probability distribution The Normal Distribution 9/4/1435 هـ Noha Hussein Elkhidir.
Lesson 5.3. In this lesson you will investigate fractional and other rational exponents. Keep in mind that all of the properties you learned in the.
Quadratic Word Problems
GENERAL to Transformational CHANGING FORMS. To General Form – Complete the squar Remember: the general form of a quadratic function is y = ax 2 + bx.