Rojas Marshall
01/25/2023 · Middle School
Simplify the radical expression by factoring out the largest perfect nth power. Assume that all variables are positive. 25) \( \sqrt{245 x^{2}} \) If possible, simplify the expression and combine like terms. If any variables exist, assume that they are positive. 26) \( -8 \sqrt{2}-7 \sqrt{50} \) Multiply, then simplify the product. If variables are present, assume they are positive. \( 27)(\sqrt{2}-6)(\sqrt{5}-2) \)
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1. \( 7\sqrt{5}x \)
2. \( -43\sqrt{2} \)
3. \( \sqrt{10}-2\sqrt{2}-6\sqrt{5}+12 \)
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