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Simplify radicals to solve the maze and reach the end!

A math worksheet maze activity where students simplify radical expressions to navigate from the start star to the "END!" goal, with various radical expressions in each box.

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Show Answer Key & Explanations Step-by-step solution for: Simplifying Radical Expressions -- MAZE from MathMinds101 on ...

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- Start at the star: $6\sqrt{128} = 48\sqrt{2}$
- Move to: $\sqrt{27}/\sqrt{3} = 3$
- Move to: $9x^2$
- Move to: $\sqrt{75x^2y} = 5x\sqrt{3y}$
- Move to: $\sqrt{15}/(5\sqrt{20}) = \sqrt{3}/10$
- Move to: $\sqrt{216}/\sqrt{8} = 3\sqrt{3}$
- Move to: $(-\sqrt{6})^2 = 6$
- Move to: $\sqrt{24x^3}/\sqrt{3} = 2x\sqrt{2x}$
- Move to: $\sqrt{14} \cdot \sqrt{35} = 7\sqrt{10}$
- Move to: $\sqrt{25x^3}/\sqrt{4} = (5x\sqrt{x})/2$
- End!

Parent Tip: Review the logic above to help your child master the concept of simplifying radical expressions worksheet algebra 2.

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