Question

EEvaluate please question in pic​​

Answer 1

Option D is correct.

Explanation:

`\frac{\sqrt[3]{5}√(5)}{\sqrt[3]{5^5} }`

We need to solve this equation.

We know that √ is equal to 1/2 and ∛ is equal to 1/3 so solving the question:

`=(5^(1/3)X5^(1/2))/(5^(5/3))`

We can add powers if the bases are same and numbers are multiplied.

`=(5^(1/3 +1/2))/(5^(5/3))\\=(5^(5/6))/(5^(5/3))\\`

We can subtract powers if the bases are same and numbers are divided.

`=5^(5/6-5/3)\\=5^(-5/6)`

So, Option D is correct.