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Simplify each expression. Please help!
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\[2\sqrt{25}\]
10
How did you do that?
2 * sqrt(25) = 2 * 5 = 10
\[\sqrt{3}*\sqrt{18}\]
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\[3\sqrt{6}\]
How do i simplify them do i factor them out first?
it doesnt matter. just multiply everything in the square root and then get squares out. for example, sqrt(3) * sqrt(18) = sqrt(54). since 54 = 9 * 6 = 3^2 * 6, you know that you can take out the 3 in the sqrt(54) thus it becomes 3 * sqrt(6)
\[\sqrt{60x^4y^7}\]
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