Question
The fence around a rectanglular horse ranch is 450 meter long . If ranch is 80 meter wide, find its area.
Answers
Priya
The ranch is 80 meter wide so 80 meter is its breadth and it is 450 meter long so its length is 450 meter
Area of rectangle=length×breadth
Length=450meter
Breadth=80meter
450×80=36000 sq.m
Ans=36000sq.m
Area of rectangle=length×breadth
Length=450meter
Breadth=80meter
450×80=36000 sq.m
Ans=36000sq.m
Reiny
the total length of the fence is 450 m
2L + 2W = perimeter
2l + 2w = 450
2l + 160 = 450
2l = 290
l = 145
area = (145)(80)
= 11,600 m^2
2L + 2W = perimeter
2l + 2w = 450
2l + 160 = 450
2l = 290
l = 145
area = (145)(80)
= 11,600 m^2
Rahul
Good answer
Ansari aatifa
Thanks a lot
Himanshu nayak
Good ans
Himanshu nayak
Good
PRADUMM RAJ
Length of the ranch = 4️⃣5️⃣0️⃣m
Breadth of the ranch=8️⃣0️⃣m
Area of a rectangle. =2(L➕B)
=2(4️⃣5️⃣0️⃣➕8️⃣0️⃣)
=2(5️⃣3️⃣0️⃣)
=1️⃣,1️⃣6️⃣0️⃣ans.
Breadth of the ranch=8️⃣0️⃣m
Area of a rectangle. =2(L➕B)
=2(4️⃣5️⃣0️⃣➕8️⃣0️⃣)
=2(5️⃣3️⃣0️⃣)
=1️⃣,1️⃣6️⃣0️⃣ans.
Yadav Boy
Is this answer helpful please like you are a smart girl and boy
11600
AK
the total length of the fence is 450 m
2L + 2W = perimeter
2l + 2w = 450
2l + 160 = 450
2l = 290
l = 145
area = (145)(80)
= 11,600 m^2
2L + 2W = perimeter
2l + 2w = 450
2l + 160 = 450
2l = 290
l = 145
area = (145)(80)
= 11,600 m^2