What is the answer to (\sqrt[5]{15})/(sqrt(2))=\sqrt[10]{2^3} ?

The answer to (\sqrt[5]{15})/(sqrt(2))=\sqrt[10]{2^3} is False

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(\sqrt[5]{15})/(sqrt(2))=\sqrt[10]{2^3}

False

Solution steps

Simplify

The sides are not equal

False

- 9 \cdot 7 = 8 (y - 6.6)

\frac{3 ( b ^{2} + b ) + ( 2 b + 1 ) \cdot ( - 1 ) ^{0} - 1}{4} = 1716

- 2 (- 7 - 7 x) < - 98

∣ 2 x - 5 ∣ = ∣ 2 x + 5 ∣

lo g_{9} (81)

What is the answer to (\sqrt[5]{15})/(sqrt(2))=\sqrt[10]{2^3} ?
The answer to (\sqrt[5]{15})/(sqrt(2))=\sqrt[10]{2^3} is False