Final: Check It

Part of the Radicals & Rational Exponents section of Coddy's Algebra 2 journey. Lesson 39 of 40.

Solve the equation on the board. Squaring both sides is the way in, but it can add an answer that does not work. Check each answer in the original equation and keep only the true ones.

Challenge

Solve $\sqrt{2x+7} = x+2$ . Check every answer in the original equation and keep only the true one.

Try it yourself

\sqrt{2x+7} = x+2

Get $x$ alone

All lessons in Radicals & Rational Exponents

1Simplest Form

Perfect Square Factors Like Radicals Simplify First Recap: Adding Radicals

4Rationalizing

One Root Below A Number and a Root The Conjugate Below Recap: Rationalizing

7Powers and Roots Equations

Odd Powers Even Powers Fractional Powers Two Thirds Power Recap: Power Equations

2Letters and Cube Roots

Letters Under the Root Cube Roots Recap: Simplifying Radicals

5Rational Exponents

One Over n m Over n Negative Exponents Exponent Rules Still Work Recap: Rational Exponents

8Radical Functions

Domain of a Root Evaluating Inverse of a Square Recap: Radical Functions

3Multiplying Radicals

Root Times Root Distributing a Root Two Brackets Conjugate Pairs Recap: Multiplying Radicals

6Radical Equations

Square Both Sides Isolate the Root First A False Answer Cube Root Equations Recap: Radical Equations

9Final Challenges

Final: Simplify and Add Final: Clear the Root Final: The ExponentFinal: Check ItFinal: The Falling Ball