((1)/(3) \sqrt[3]{2.3^(2) })^(5) +\sqrt{(2)/(3) }\sqrt{(9)/(8\\) }

asked Jun 11, 2024 71.1k views

3 votes

$((1)/(3) \sqrt[3]{2.3^(2) })^(5) +\sqrt{(2)/(3) }\sqrt{(9)/(8\\) }$

by Ohe

7.6k points

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2 votes

Answer:

0.93211806

Explanation:

$((1)/(3) \sqrt[3]{2.3^(2) })^(5) +\sqrt{(2)/(3) }\sqrt{(9)/(8\\) }=$

$=((1)/(3) \sqrt[3]{5.29})^(5) +\sqrt{(18)/(24) }}$

$=((1)/(3) * 1.74241616)^(5) +\sqrt{(3)/(4) }}$

=(0.58080539)^(5) +0.86602540

=0.06609265 +0.86602540

=0.93211806

Ishan Dhingra answered Jun 17, 2024

8.0k points

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