Consider the numbers `4^n`, where n is a natural number. Cheek whether there is any value of n for which `4^n`ends with the digit zero.

Explanation

To determine whether the number \( 4^n \) ends with the digit zero for any natural number \( n \), we can follow these steps:

### Step 1: Understand the problem
We need to check if \( 4^n \) can end with the digit 0. A number ends with the digit 0 if it is divisible by 10.

### Step 2: Factorize 10
The number 10 can be factored into its prime components:
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