What is the area of the composite figure
8, 18, 24, 10
60 units squared
304 units squared
384 units squared
432 units squared
We need more information or a diagram to accurately determine the area of the composite figure.
To determine the area of the composite figure, we need to break it down into smaller shapes.
Let's start by identifying the different shapes within the composite figure. Based on the given measurements, we have:
Shape 1: A rectangle with dimensions 8 by 18 units.
Shape 2: A rectangle with dimensions 24 by 10 units.
To find the area of each shape, multiply the length by the width:
Shape 1: Area = Length × Width = 8 units × 18 units = 144 units squared.
Shape 2: Area = Length × Width = 24 units × 10 units = 240 units squared.
Now, we need to calculate the total area by adding the areas of Shape 1 and Shape 2:
Total Area = Area of Shape 1 + Area of Shape 2
= 144 units squared + 240 units squared
= 384 units squared.
Therefore, the area of the composite figure is 384 units squared.
To find the area of a composite figure, you need to break it down into simpler shapes, find the area of each shape, and then sum up the areas of all the shapes.
In this case, the composite figure consists of four shapes with given side lengths: 8, 18, 24, and 10. However, it's not clear what shapes these side lengths represent (e.g., rectangle, triangle, etc.). Without that information, it's impossible to accurately determine the area of the composite figure.
If you have additional information about the shapes involved, please provide it so that I can help you calculate the area.