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Q. Solve the Quadratic equation :
- Rewrite Equation: Step Title: Rewrite the EquationConcise Step Description: Rewrite the given equation in standard quadratic form.Calculation: The given equation is . Combine the constant terms to rewrite the equation in standard form.$x^{\(2\)} - \(19\) = \(0\)
- Add \(19\): Step Title: Add \(19\) to Both Sides\(\newline\)Concise Step Description: Isolate the quadratic term by adding \(19\) to both sides of the equation.\(\newline\)Calculation: \(x^{2} - 19 + 19 = 0 + 19\)\(\newline\)\(x^{2} = 19\)
- Take Square Root: Step Title: Take the Square Root of Both Sides\(\newline\)Concise Step Description: Solve for \(x\) by taking the square root of both sides of the equation.\(\newline\)Calculation: \(x = \pm\sqrt{19}\)
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