Solving Radical Equations
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Questions and Answers

What is the first step in solving a radical equation?

  • Acknowledge the solution if a radical remains
  • Locate the radical term (correct)
  • Isolate the variable by getting rid of the radical
  • Make it a perfect square (if possible)
  • What should you do if a radical remains in the solution?

  • Make it a perfect square
  • Acknowledge the solution (correct)
  • Check for extraneous solutions
  • Get rid of the radical
  • Why is it important to check for extraneous solutions?

  • To ensure the solution is in simplest form
  • To get rid of the radical term
  • To make the solution a perfect square
  • To eliminate impossible solutions (correct)
  • What is the purpose of making the equation a perfect square?

    <p>To get rid of the radical term</p> Signup and view all the answers

    What should you do after isolating the radical term?

    <p>Make it a perfect square</p> Signup and view all the answers

    Study Notes

    Steps to Solve Radical Equations

    • Identify the radical term in the equation
    • Isolate the radical term on one side of the equation

    Making the Radical a Perfect Square

    • Attempt to make the radical a perfect square, if possible

    Isolating the Variable

    • Get rid of the radical to isolate the variable

    Important Reminders

    • Always check for extraneous solutions
    • Acknowledge the solution if a radical remains

    Finalizing the Solution

    • Take your time and be patient when solving radical equations
    • End with a clear and concise answer

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    Description

    Learn how to solve radical equations by isolating the radical term, making it a perfect square, and eliminating the radical. Practice with patience and attention to detail to get clear and concise answers.

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