![]() ![]() In conclusion this slide pack can be used not only to solve a system of linear and quadratic equations, but is excellent for a review of linear equations in SIF and general quadratic equations. I use this presentation in my Math 2/Algebra 2 class and I provide them with a hard-copy of the slides so they can follow along during the presentation and make notes as required on the slides. Several examples are provided to demonstrate the steps to solve linear equations, quadratic equations and a system of both types of equations.Ī total of 26 highly animated slides are included in this presentation and the native MS PPT file is included so that the teacher may modify them as desired. Solve the Quadratic Equation Using the Quadratic Formula from Quadratic Equations: x -b ± (b 2-4ac) / 2a x 7 ± ((-7) 2-4×1×12.25) / 2×1 x 7 ± (49-49) / 2 x 7 ± 0 / 2 x 3. A system of equations that contains one linear equation and one quadratic equations can be solved both graphically and algebraically. The detailed steps to solve this system of equations with or without a graphing calculator are provided as well as the use of substitution to algebraically solve the system of equations is provided. The third and final portion of the slide pack combines the concepts for both linear and quadratic equations in the form of a system of both of these types of equations. The second part of the presentation materials includes a review of the basic structure and graphing of quadratic equations. The slide pack initially includes a detailed review of the structure and graphing of linear equations in slope intercept. The presentation is comprised of three (3) parts. In Lesson 7-1, you solved systems of linear equations graphically and algebraically. This Microsoft PPT presentation reviews the detailed steps required to solve linear and quadratic systems of equations with and without a graphing calculator. Common Core: HSA-REI.C. Systems of Linear and Quadratic Equations Lessons 7-1, 7-2, and 10-4 1. Solve a system containing a linear equation and a quadratic equation in two variables (conic sections possible) graphically and symbolically. The slide pack initially includes a detailed review of the structure and graphing of linear equations in slope intercept form (SIF) with and without the use of a graphing calculator. For example, find the points of intersection between the line y -3x and the circle x 2 + y 2 3. Fun + improving skills win Topics Pre-Algebra. ![]() ![]() The presentation is comprised of three (3) parts. Learn about systems of equations using our free math solver with step-by-step solutions. This Microsoft PPT presentation reviews the detailed steps required to solve linear and quadratic systems of equations with and without a graphing calculator. ![]()
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