If function f(x) is defined from set A to B, such that `n(A)=3` and `n(B)=5`. Then find the number of one-one functions and number of onto functions that can be formed.

Explanation

To solve the problem of finding the number of one-one and onto functions from set A to set B, we will follow these steps:

### Step 1: Understanding the Sets
Given:
- Set A has \( n(A) = 3 \) elements.
- Set B has \( n(B) = 5 \) elements.

### Step 2: Finding the Number of One-One Functions
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