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.
GENERAL to Transformational CHANGING FORMS. To General Form – Complete the squar Remember: the general form of a quadratic function is y = ax 2 + bx.
Homework Check 5.5
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.
