The problem states that $n\%$ of $4869$ is a certain value. The goal is to find $n$. Since the other value is not present, I can't compute the solution. I will assume the question is to express $n\%$ of $4869$ in terms of $n$.

1. Problem Description

The problem states that $n\%$ of $4869$ is a certain value. The goal is to find $n$. Since the other value is not present, I can't compute the solution. I will assume the question is to express $n\%$ of $4869$ in terms of $n$.

2. Solution Steps

First, convert $n\%$ to a decimal by dividing by $100$:

$n\% = \frac{n}{100}$

Then multiply this by $4869$:

$\frac{n}{100} \times 4869 = \frac{4869n}{100} = 48.69n$

3. Final Answer

$n\%$ of $4869$ is $48.69n$.