Quadratic equations by completing the square method, Mathematics

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Can we solve the Quadratic Equations by completing the square method? if yes explain it.

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#titlko, 12.+12+

12.+12+

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Aana 2/12/2013 2:24:54 AM This process will help you, try it The process of completing the square includes the construction of a perfect square from the members of the equation that contains the variable of the equation. Consider the equation - 9x² - bx = 0 The method of completing the square will include the given steps i. Make the coefficient of x2 unity ii. Add the square of ½ the coefficient of x to with both sides of the equivalent sign. The left hand side is still a perfect square iii. Factorize the perfect square on the left hand side. iv. Determine the square root of both sides v. Solve for x.

Aana

2/12/2013 2:24:54 AM

This process will help you, try it

The process of completing the square includes the construction of a perfect square from the members of the equation that contains the variable of the equation.

Consider the equation - 9x² - bx = 0

The method of completing the square will include the given steps

i. Make the coefficient of x2 unity

ii. Add the square of ½ the coefficient of x to with both sides of the equivalent sign. The left hand side is still a perfect square

iii. Factorize the perfect square on the left hand side.

iv. Determine the square root of both sides

v. Solve for x.

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