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Simpify3^3 √375 15^3 √3 15^3 √15 8^3 √3 5^3 √3
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from the choices listed we can deduce a couple things
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when simplifying a radical it looks like this\[\sqrt{\text{\large number}}=\sqrt{\text{perfect \square }\times \text{imperfect \square}}\]
if there is \[\sqrt{3} \space \text{Then we know} \sqrt{3\times 125}\]would be the reduced radical. But 125 is not a perfect square and cannot be brought outside.
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\[\sqrt{A}=\sqrt{a^2\times b}=a \sqrt{b}\]
\[\sqrt{375}=\sqrt{15*25}=\sqrt{15}\sqrt{25}=5\sqrt{15}\]
would the answer be 5^3√3 ?
options r wrong :)
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