Question

(∛36-∛4)∙∛6 2∛3+∛81-∛(3/8)

Answer 1

Смотри ...........................

Answer 2

Let's simplify the given expression step by step:

1. (∛36 - ∛4) ∙ ∛6: ∛36 = ∛(6^2) = 6 ∛4 = ∛(2^2) = 2

So, (∛36 - ∛4) ∙ ∛6 = (6 - 2) ∙ ∛6 = 4 ∙ ∛6

2. 2∛3 + ∛81: ∛81 = ∛(3^4) = 3

So, 2∛3 + ∛81 = 2∛3 + 3

3. ∛(3/8): ∛(3/8) = (∛3) / (∛(2^3)) = (∛3) / 2 = √3 / 2 (rationalize the denominator)

Now, putting all together:

4 ∙ ∛6 + 2 ∛3 + 3 - √3 / 2

Since √3 / 2 cannot be simplified further, this is the simplified form of the given expression.