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Unit 8 Lesson 1 Solving Radical EquationsName: ___Radical Equation: An equation with a ___ inside the ___. Example: When we solve equations in math we use ___ operations to help us get the ___ by
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How to fill out a radical equation is

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Identify the radical expression in the equation.
02
Isolate the radical expression on one side of the equation.
03
Remove the radical by raising both sides of the equation to a power that will eliminate it.
04
Solve the resulting equation for the variable, keeping in mind any restrictions on the domain of the original radical expression.

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Students learning algebra and solving equations with radicals.
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Mathematicians and scientists working with complex equations involving radicals.
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Engineers and researchers dealing with calculations that include radical expressions.
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A radical equation is an equation in which one or more variables are under a radical sign, typically involving square roots, cube roots, or higher roots.
Individuals or entities who have a radical expression in their mathematical problems or need to solve for variables under radical signs are required to work with radical equations.
To solve a radical equation, isolate the radical on one side, then square both sides of the equation to eliminate the radical, and proceed to solve the resulting equation.
The purpose of a radical equation is to find the value of a variable where that variable is expressed under a radical sign, facilitating solutions in algebraic contexts.
The information reported depends on the specific application, but generally includes the equation itself, any restrictions on the variable, and the solution set.
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