Find the area of the gray shaded region in the figure.
Responses
A 120 ft2
120 ft 2
B 130 ft2
130 ft 2
C 720 ft2
720 ft 2
D 1140 ft2
Unfortunately, there is no figure provided, so it is not possible to determine the area of the gray shaded region.
The triangles shown are similar. Which angle corresponds to angle E?
Without a figure provided, it is not possible to determine which angle corresponds to angle E.
To find the area of the gray shaded region in the figure, we need to subtract the area of the smaller white square from the area of the larger white square.
If we assume the length of each side of the larger white square is x, then the area of the larger white square is x^2.
Given that the smaller white square has a side length of 6 ft, the area of the smaller white square is 6^2 = 36 ft^2.
To find the area of the gray shaded region, we subtract the area of the smaller white square from the area of the larger white square:
Area of gray shaded region = Area of larger white square - Area of smaller white square
= x^2 - 36 ft^2
However, we don't have enough information to determine the value of x or the area of the gray shaded region. Therefore, none of the provided options (A, B, C, D) can be selected as the correct answer.
Find the area of the gray shaded region in the figure.
Responses
A 120 ft2
120 ft 2
B 130 ft2
130 ft 2
C 720 ft2
720 ft 2
D 1140 ft2