![\displaystyle \frac{3\sqrt{m^5} +5\sqrt{m^3} }{\sqrt{m} } \\\\We \ can \ write \ it \ as\\\\= \frac{3\sqrt{m^2*m^2*m} +5\sqrt{m^2*m} }{\sqrt{m} } \\\\= \frac{3\sqrt{m^2}*\sqrt{m^2} *\sqrt{m} +5\sqrt{m^2}*\sqrt{m} }{\sqrt{m} } \\\\= \frac{3(m)(m)\sqrt{m} +5(m)\sqrt{m} }{\sqrt{m} } \\\\take \ \sqrt{m} \ common\\\\= \frac{\sqrt{m}(3m^2+5m) }{\sqrt{m} } \\\\= \boxed{3m^2+5m}\\\\\rule[225]{225}{2}](/tpl/images/2609/0258/dbb55.png)
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Please help me, I need an explanation more than anything. Lots of points! Maybe Brainliest!
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Mathematics, 01.01.2022 09:20 Briannadavis03
Please help me, I need an explanation more than anything. Lots of points! Maybe Brainliest!
Answers: 3
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