a path 2.5m wide is running around a square field whose side is 45m.determine the area of the path?
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Primary SchoolMath5 points
A path 2.5m wide is running around a square field whose side is 45m.determine the area of the path
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Ask for details FollowReport by Indhuradithya09.02.2017
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laksanyasenthilAce
In this case the length of the path along one edge of the park is 50m (l=50m) and the width is 2.5m (w=2.5m)
So, using the equation A = l*w to find the area:
A = l*w
A = (50m) * (2.5m)
A = 125 m^2
Therefore the area of the path along one edge of the park is 125 meters squared.
There are four sides of the park so multiply this area by 4. 4*125 = 500 m^2
Then there are the bits of the path off of the corners of the park. These little squares have side length 2.5m so the area of each one is 2.5m * 2.5m which is 6.25 m^2. There are 4 of these path corners so multiply this area by 4. 4*6.25 is 25 m^2.
Now add 25 m^2 to 500 m^2 to get 525 meters squared in total.
1
Primary SchoolMath5 points
A path 2.5m wide is running around a square field whose side is 45m.determine the area of the path
Advertisement
Ask for details FollowReport by Indhuradithya09.02.2017
Answers

laksanyasenthilAce
In this case the length of the path along one edge of the park is 50m (l=50m) and the width is 2.5m (w=2.5m)
So, using the equation A = l*w to find the area:
A = l*w
A = (50m) * (2.5m)
A = 125 m^2
Therefore the area of the path along one edge of the park is 125 meters squared.
There are four sides of the park so multiply this area by 4. 4*125 = 500 m^2
Then there are the bits of the path off of the corners of the park. These little squares have side length 2.5m so the area of each one is 2.5m * 2.5m which is 6.25 m^2. There are 4 of these path corners so multiply this area by 4. 4*6.25 is 25 m^2.
Now add 25 m^2 to 500 m^2 to get 525 meters squared in total.
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