Question

Can you please convert this equation: 8^(1\2)x^(1\2)y^(3\4)

Answer 1

So, that's

`{8}^{ (1)/(2) } * {x}^{ (1)/(2) } * {y}^{ (3)/(4) }`

*Helpful To Know

`{5}^{ (1)/(2) } = √(5) \\ {5}^{ (1)/(3) } = \sqrt[3]{5} \\ {5}^{ (1)/(4) } = \sqrt[4]{5} \\ {5}^{ (3)/(2) } = \sqrt{ {5}^(3) } \: \: or \: {( √(5) )}^(3)`
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*Assuming that you want to covert to radicals


`( √(8) )( √(x) )( \sqrt[4]{ {y}^(3) } )`
*Simplify


`( √(8x) )( \sqrt[4]{ {y}^(3) } )`