The figure A has an area of 40 squared feet.
Why?
In order to know which of the combined rectangles has an area of 40 feet squared, we need to calculate the areas each one of the figures.
So, calculating we have:
<h3>
Figure A:</h3>
Two medium and equals rectangles and one big rectangle.

The figure A is the correct optiopn.
<h3>Figure B:</h3>
Two medium and equals rectangles and one small rectangle.

The figure B is discarded, it's area is less than 40 squared feet.
Figure C:
One medium rectangle and one big rectangle.

The figure C is discarded, it's area is larger than 40 squared feet.
Figure D:
One medium rectangle and one big rectangle:

The figure D is discarded, it's area is larger than 40 squared feet.
Hence, we have that the Figure A is the correct option.
Have a nice day!
The volume of a rectangular prism (in this case, the pool) is found by multiplying the values of the length, the height, and the width together.
44 * 9 * 8 = 3168
The volume of the pool is 3,168

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Hope that helped! =)
4/133. As you remove each ball from the bucket, the total number of balls goes down by 1.
the equation should be
(number of balls of targeted color / all balls in the bucket)
And as you take 4 times, you have to do this for 4 times
Answer:
Perimeter: 26 units
Area: 36 units
Step-by-step explanation:
EH = 4 units
HG = 9 units
GF = 4 units
FE = 9 units
Add them all up to find the perimeter
4 + 4 + 9 + 9 = 26
Then multiply the side by length to get the area
4 * 9 = 36
Answer:x=7
Step-by-step explanation:
Use BODMAS
Open bracket first
2x+4+x=8+2(3+x)-3
2x+4+x=8+6+2x-3
2×+x-2x=8+6-3-4
×=7