r eview: completing the square

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In this lesson, you will learn to solve any equation of the form (with real coefficients), including equations with imaginary solutions, by completing the square. r eview: completing the square. r eview: completing the square. Solve . . r eview: completing the square. Solve . . - PowerPoint PPT Presentation

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review: completing the squarereview: completing the squarereview: completing the squareMove away the constant term.

review: completing the squareMove away the constant term.

review: completing the squareMove away the constant term.

review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

Take 8.Divide by 2.Square.review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

Take 8.Divide by 2.Square.review: completing the squareMove away the constant term.

Add a number to both sides to complete the square.

Take 8.Divide by 2.Square.review: completing the squareTake 8.Divide by 2.Square.review: completing the squareTake 8.Divide by 2.Square.review: completing the squareTake 8.Divide by 2.Square.review: completing the squareTake 8.Divide by 2.Square.review: completing the squareTake 8.Divide by 2.Square.using completing the square with imaginary solutionsusing completing the square with imaginary solutionsTake 8.Divide by 2.Square.using completing the square with imaginary solutionsTake 8.Divide by 2.Square.using completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an exampleusing completing the square with imaginary solutions: an example

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