Bob wants to paint a rectangular wall that measures 16 feet by 9 feet.
The wall contains a window with dimensions shown below.
If Bob does not paint the window, what is the total shaded area he will paint?
104 ft2
173 ft2
184 ft2
83 ft2
To find the total shaded area that Bob will paint, we need to find the area of the entire wall and then subtract the area of the window.
The area of the wall is:
16 feet x 9 feet = 144 ft²
The area of the window is:
4 feet x 3 feet = 12 ft²
So the total shaded area that Bob will paint is:
144 ft² - 12 ft² = 132 ft²
Therefore, the answer is not one of the options provided.
Bob wants to paint a rectangular wall that measures 16 (squared) feet by 9 (sqaured) feet.
The wall contains a window with dimensions shown below.
If Bob does not paint the window, what is the total shaded area he will paint?
104 ft2
173 ft2
184 ft2
83 ft2
There seems to be some ambiguity regarding the dimensions of the window as they are not shown in the image. Without this information, we cannot accurately determine the total shaded area that Bob will paint. Therefore, the answer is unknown.
To find the total shaded area that Bob will paint, we need to calculate the area of the wall minus the area of the window.
First, let's find the total area of the wall. The wall's dimensions are given as 16 feet by 9 feet, so the area is calculated by multiplying the length (16 feet) by the width (9 feet):
Total wall area = length x width
Total wall area = 16 ft x 9 ft
Total wall area = 144 ft^2
Now let's find the area of the window. The dimensions of the window are not given, so we need more information to make this calculation. Without knowing the dimensions of the window, we cannot determine the exact area of the window or the exact shaded area.
Unfortunately, the question does not provide enough information to determine the answer. We need the dimensions of the window to calculate the shaded area that Bob will paint accurately.