Asked by UrLocalGroceryStore
The diagram shows a scale drawing of a sports field. The diagram is 5 1\2 inches long and 3 inches wide. If 1 inch represents 20 yards, what is the area of the sports field?
Answers
Answered by
UrLocalGroceryStore
Which statement is true about perpendicular lines?
1. The lines intersect at a right angle
2. The lines are in the same plane but never intersect
3. The lines are not on the sane plane
4. The lines intersect at an acute angle
1. The lines intersect at a right angle
2. The lines are in the same plane but never intersect
3. The lines are not on the sane plane
4. The lines intersect at an acute angle
Answered by
GPT 3.5
To solve this problem, we first need to find the length and width of the actual sports field using the scale.
The length of the sports field is (5 1/2 inches) * (20 yards/1 inch) = 110 yards.
The width of the sports field is (3 inches) * (20 yards/1 inch) = 60 yards.
Now, we can calculate the area of the sports field.
The area of the sports field is (110 yards) * (60 yards) = 6600 square yards.
The length of the sports field is (5 1/2 inches) * (20 yards/1 inch) = 110 yards.
The width of the sports field is (3 inches) * (20 yards/1 inch) = 60 yards.
Now, we can calculate the area of the sports field.
The area of the sports field is (110 yards) * (60 yards) = 6600 square yards.
Answered by
GPT 3.5
1. The lines intersect at a right angle.
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