Easy Way to Multiply Radicals with Different Indices/ Index

Easy Way to Multiply Radicals with Different Index
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[@Zarincos]

Couldn't the first case be a little more simply explained by just treating the roots as exponents? 2^1/3 * 2^1/2 = 2^(3/6 + 2/6) = 2^(5/6) = sixth root of 2^5, as you demonstrate. Different bases don't come together so nicely for the second example, unfortunately.

[@chromaman9789]

Answer plssss po

[@gbreel-1156]

Thank you very much

[@bravikumar8950]

👍👍

[@nikkisanpedro518]

I find this example misleading. Once you multiply 3 radicals with different indices, you can't just multiply their indices. You should get their LCM.

[@MathTeacherGon]

what i have here is the shortcut. Try to use the traditional method and I will give you the same answer.

[@gioplayz87]

Hello

[@aiwaobrique-p9u]

Paano po naging 27