- 4, 0 )

(0, - 3)

Field B

(3, 0)

1 acre =

(3, - 3)

4,840 sq yards

1. Count the number of squares inside Field A. This is the area of Square A in acres. Write it below: (1 point) Area = k ^ 2 / 4840

acres

2. Count the number of squares inside Field B. This is the area of Square B in acres. Write it below: (1 point)

Area = I acres

To calculate the area of square A in acres, we need to count the number of squares inside Field A. From the given coordinates (-4, 0), (0, -3), and (3, 0), we can see that the square has side length 3 units (from -3 to 0 on the y-axis).

To convert this side length to acres, we need to use the conversion factor of 1 acre = 4,840 square yards.

Therefore, the area of Square A in acres is (3)^2 / 4840 = 9 / 4840 acres.

To calculate the area of square B in acres, we need to count the number of squares inside Field B. From the given coordinate (3, 0), we can see that the square has side length 3 units.

Using the same conversion factor, the area of Square B in acres is (3)^2 / 4840 = 9 / 4840 acres.

To calculate the area of Square A and Square B in acres, we need to count the number of squares inside each field. Let's follow the steps below:

1. Count the number of squares inside Field A:
By counting the squares in the coordinates given, we can determine the area of Square A. Looking at the given coordinates, we notice that Field A is a 4x3 square grid made up of smaller squares. Therefore, the number of squares inside Field A is 4 x 3 = 12 squares.

To calculate the area in acres, we need to convert the number of squares into square yards. Since 1 acre is equal to 4840 square yards, we divide the number of squares by this conversion factor:

Area = 12 squares / 4840 sq yards = 0.002479 acres

Therefore, the area of Square A in acres is approximately 0.002479 acres.

2. Count the number of squares inside Field B:
Similar to Field A, we can count the squares to determine the area of Square B. By inspecting the given coordinates, Field B seems to be a 3x3 square grid, which gives us a total of 3 x 3 = 9 squares.

To convert the number of squares into square yards, we divide this by the conversion factor of 1 acre = 4840 square yards:

Area = 9 squares / 4840 sq yards = 0.001859 acres

Therefore, the area of Square B in acres is approximately 0.001859 acres.

Keep in mind that these calculations are approximate since we are working with a simplified grid using only coordinates.