Find the area of the compositie figure shown: (1 point) Responses 34 units2 34 units2 220 units2 220 units2 960 units2 960 units2 480 units2
To find the area of a composite figure, we need to break it down into smaller, more manageable shapes.
In this case, the composite figure is made up of multiple rectangles. We can find the area of each rectangle and then add them all together to get the total area.
The composite figure can be divided into two rectangles:
1. A rectangle with dimensions 8 units by 3 units
2. A rectangle with dimensions 12 units by 4 units
The area of the first rectangle is:
8 units x 3 units = 24 units^2
The area of the second rectangle is:
12 units x 4 units = 48 units^2
Adding both areas together:
24 units^2 + 48 units^2 = 72 units^2
Therefore, the area of the composite figure is 72 units^2.
The correct response is not listed among the options given, so the area of the composite figure is not provided.