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\[8*\sqrt{5}+ 3*\sqrt{6}\sqrt{5}\]
recall: \[\sqrt{a}\sqrt{b} = \sqrt{a*b}\]
what does that do to the expression if you combine roots like that?
change it maybe I'm sorry i don't understand
the square root of 6 times the square root of 5 = the square root of (6 * 5)
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\[\sqrt{5}(8 + 3\sqrt{6})\] distribute the root(5) by multiplying it to each term \[8 * \sqrt{5} + 3\sqrt{6}\sqrt{5}\] combine the root 6 and root 5
\[\sqrt{6}\sqrt{5} = \sqrt{6*5} = \sqrt{30}\]
|dw:1420939120937:dw|
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