Fill in the steps to find the area of the shape. Units are in feet.
Step 1: Find the
of the line that connects C to D and the line that connects
.
Once these are found, we will
these.
The final answer is approximately
.
Step 1: Find the length of the line that connects C to D and the length of the line that connects A to B.
Step 2: Multiply the length of the line that connects C to D by the length of the line that connects A to B to find the total area.
The final answer is approximately the total area.
Step 1: Find the length of the line that connects C to D and the length of the line that connects A to B.
Step 2: Multiply the length of the line that connects C to D by the length of the line that connects A to B.
Step 3: The final answer is the product of the two lengths, which will give the area of the shape in square feet.
To find the area of the shape, we first need to find the length of the line that connects point C to point D and the length of the line that connects the other two points. Let's call these lines AB and CD respectively.
1) Measure the length of line AB using a ruler or measuring tape. Make sure to convert the measurements to feet if necessary.
2) Next, measure the length of line CD using the same method. Again, make sure to convert the measurements to feet if necessary.
Now that we have the lengths of both lines, we can proceed to the next step.
3) Multiply the length of line AB by the length of line CD. This will give us the area of the shape.
Finally, round the final answer to the nearest whole number to get the approximate area of the shape in square feet.