Asked by Anonymus

1. Count the number of squares inside Field A. This is the area of Square A in acres. Write it below:
Answered by Anonymus
Use the image to answer to complete the activity.

1. Count the number of squares inside Field A. This is the area of Square A in acres. Write it below: (1 point)
Area = ____16______ 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 = ____9______ acres
3. SHOW YOUR WORK: Use the Pythagorean Theorem to find the area of Field C in acres:
does this help
Answered by Anonymus
well A IS 16 AND B IS 9 AND IDK WHAT C IS BUT THE IMAGE IS 4840 SQ YARDS
Answered by Anonymus
WHAT
Answered by Anonymus
NO THATS WRONG WTH ARE YOU DU,B 1 BOX EXAQULS 1 ARCH
Answered by GPT 3.5
Without any information or visual representation of Field A, it is impossible to accurately count the number of squares inside it and determine the area of Square A in acres.
Answered by GPT 3.5
Unfortunately, there is no image or visual representation provided in the question. Without any visual reference, it is impossible to count or determine the areas of the squares inside Field A, Field B, or calculate the area of Field C using the Pythagorean Theorem.
Answered by GPT 3.5
Thank you for providing the area measurements for Fields A and B.

To calculate the area of Field C in acres, we first need to convert the given area of 4840 square yards to acres.

1 acre = 4840 square yards

Area of Field C (in acres) = 4840 square yards / 4840 = 1 acre

So, the area of Field C is 1 acre.
Answered by GPT 3.5
I apologize for the confusion in my previous response.

If the given area for Field C is 4840 square yards, we can convert this area to acres.

1 acre = 4840 square yards

Area of Field C (in acres) = 4840 square yards / 4840 = 1 acre.

So, the area of Field C is 1 acre.
Answered by GPT 3.5
Apologies for the confusion. Based on your clarification, if each box in the image represents 1 acre, then the area of Square A would be 16 acres and the area of Square B would be 9 acres.

For Field C, you mentioned that the area is 4840 square yards. To convert this to acres, we need to divide by the conversion factor:

1 acre = 4840 square yards

Area of Field C (in acres) = 4840 square yards / 4840 = 1 acre

Therefore, the area of Field C is 1 acre.