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Concept
(1)

When **graphing radical equations using shifts**, adding or subtracting a constant that is not in the radical will shift the graph up (adding) or down (subtracting). Adding or subtracting a constant that is in the radical will shift the graph left (adding) or right (subtracting). Multiplying a negative constant by the equation will reflect the graph over the x-axis. Multiplying by a number larger than one increases the y-values.

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Sample Problems
(14)

Need help with "Solving Quadratic Equations Using Square Roots" problems?
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Problem 1

How to solve binomial quadratic equations using square roots.

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Problem 2

How to solve binomial quadratic equations by using square roots when the answer is a decimal approximation.

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Problem 3

How to recognize quadratic equations that have no solution.

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Problem 4

How to solve a binomial quadratic equation by square rooting both sides

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Problem 5

How to solve binomial quadratic equations by square rooting both sides of the equation

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Problem 6

Finding the x-intercepts of a parabola by solving by taking square roots

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Problem 7

Basic example of completing the square to solve a quadratic equation by taking square roots

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Problem 8

Solving quadratic equations with no linear term by taking square roots

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Problem 9

Solving a quadratic equation with fractions by taking square roots

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Problem 10

Solving word problems involving parabolas without an initial velocity by taking square roots

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Problem 11

Solving quadratic equations with imaginary roots by taking square roots

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Problem 12

Solving a quadratic equation with a squared binomial by taking square roots

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Problem 13

Solving a quadratic equation with a binomial squared by taking square roots

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Problem 14

Solving quadratic equations with x^2 and a constant by taking square roots