a hectare is 10,000 m^2, so
the width is (6*10000)/400 = _______ m
the perimeter is, as always, 2*(length+width)
a rectangular field 400 m long has an area of 6 hectares. calculate the perimeter
4 answers
1 hectare= 10,000m^2
if one hectare is that amount so 6 hectares=
(you do cross multiplication)
1 hectare= 10,000
6 hectares= x
60000=x
x here is the total area
now we know that the length of the rectangle is 400 so we will construct an equation to find width so we say:
400(length)*w(width)=60,000(total area)
divide by 400 on both sides
w=150
then we find p(perimeter)
we say 150*2+400*2
which equals to=1100
if one hectare is that amount so 6 hectares=
(you do cross multiplication)
1 hectare= 10,000
6 hectares= x
60000=x
x here is the total area
now we know that the length of the rectangle is 400 so we will construct an equation to find width so we say:
400(length)*w(width)=60,000(total area)
divide by 400 on both sides
w=150
then we find p(perimeter)
we say 150*2+400*2
which equals to=1100
1 hectare= 10,000m^2
if one hectare is that amount so 6 hectares=
(you do cross multiplication)
1 hectare= 10,000
6 hectares= x
60000=x
x here is the total area
now we know that the length of the rectangle is 400 so we will construct an equation to find width so we say:
400(length)*w(width)=60,000(total area)
divide by 400 on both sides
w=150
then we find p(perimeter)
we say 150*2+400*2
which equals to=1100
if one hectare is that amount so 6 hectares=
(you do cross multiplication)
1 hectare= 10,000
6 hectares= x
60000=x
x here is the total area
now we know that the length of the rectangle is 400 so we will construct an equation to find width so we say:
400(length)*w(width)=60,000(total area)
divide by 400 on both sides
w=150
then we find p(perimeter)
we say 150*2+400*2
which equals to=1100
Find the perimeter of the rectangular piece of land 300m wide and 1km long.