1. Determine the sum of the is first 300 uneven number

To find the sum of the first 300 odd numbers, you can use the formula for the sum of the first \( n \) odd numbers, which is \( n^2 \). So for 300 odd numbers, it’s simply \( 300^2 = 90,000 \). That's a pretty neat shortcut—no need to add them all up one by one! Interestingly, this pattern holds true for all odd numbers! The sum of the first \( n \) odd numbers is the same as the area of a square with side length \( n \). Imagine stacking those odd numbers one after another; they form an expanding square with each layer representing an additional row of odd numbers. It’s mathematical magic!