Question

Чему равно тройной корень восьми в восьмой степени?

Answer 1

$\sqrt[3]{8^8} = \sqrt[3]{ (2^{3} )^{8} } = \sqrt[3]{( 2^{8}) ^{3} } =2^8=256$

Answer 2

А может быть, тройной - это не кубический корень, а три квадратных?
√(√(√8^8)) = √(√8^4) = √8^2 = 8

Answer 3

Calculating the Triple Root of Eight to the Eighth Power

To calculate the triple root of eight to the eighth power, we can break it down step by step.

First, let's calculate the eighth power of eight: 8^8 = 16,777,216.

Now, let's find the triple root of 16,777,216: The triple root of 16,777,216 is the number that, when multiplied by itself three times, equals 16,777,216.

Let's calculate the triple root: ∛(8^8) = 2,048.

So, the triple root of eight to the eighth power is 2,048.