Question

In simplified form, we can write $\sqrt[3]{\sqrt[3]{54}+\sqrt[3]{250}}$ as $a\sqrt[b]{c}$, where $a$, $b$, and $c$ are all positive integers. what is $a+b+c$?

Answer 1

The sum of a+b+c = 307.

According to the statement

$\sqrt[3]{\sqrt[3]{54}+\sqrt[3]{250}}$ is written as $a\sqrt[b]{c}$

now we find the sum of these

in these terms a=54 and b=3 and c=250

Then

a+b+c = 54+3+250

a+b+c = 307

So, The sum of a+b+c = 307.

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