1.5 x 4 3 4.5 x 2

Daniel Parker

less than a minute read

·

24-02-2025

1

0

Share

I believe you're asking about calculating the area of two rectangles with dimensions 1.5 x 4 and 3 x 4.5. Let's break it down:

Finding the area of a rectangle is a fundamental concept in mathematics. It's a simple calculation that has wide applications in various fields, from construction and design to everyday problem-solving. This article will demonstrate how to calculate the area of two specific rectangles: one with dimensions 1.5 units by 4 units, and another with dimensions 3 units by 4.5 units.

Understanding Area

The area of a two-dimensional shape represents the amount of space it occupies. For a rectangle, the area is calculated by multiplying its length by its width. The formula is:

Area = Length × Width

Example 1: Rectangle with Dimensions 1.5 x 4

Let's apply this formula to our first rectangle:

• Length: 4 units
• Width: 1.5 units

Area = 4 units × 1.5 units = 6 square units

Therefore, the area of the rectangle with dimensions 1.5 x 4 is 6 square units.

Example 2: Rectangle with Dimensions 3 x 4.5

Now let's calculate the area of the second rectangle:

• Length: 4.5 units
• Width: 3 units

Area = 4.5 units × 3 units = 13.5 square units

Therefore, the area of the rectangle with dimensions 3 x 4.5 is 13.5 square units.

Conclusion

We've successfully calculated the areas of two different rectangles using the simple formula: Area = Length × Width. Remember to always include the units (square units) in your answer to properly represent the area. Understanding how to calculate area is crucial for a wide range of practical applications. If you need to calculate the area of more complex shapes, you can break them down into simpler rectangles or utilize more advanced geometrical formulas.