anyone help me to solve this question
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Let the common ratio be x
Given that altitude of the field = 6x.
Given that base of the field = 5x.
Given that cost of field per hectare = 36720.
Given Total cost = 4957200.
Area = 4957200/36720
= 135 hectares
= 1350000 sq.m
We know that Area of triange = 1/2 * b * h
1/2 * 6x * 5x = 1350000
30x^2/2 = 1350000
15x^2 = 1350000
x^2 = 90000
x = 300m.
Therefore, The altitude of the field = 6 * 300
= 1800
Therefore, the base of the field = 5 * 300
= 1500.
By Pythagoras theorem, We know that
AC^2 = AB^2 + BC^2
AC^2 = (1500)^2 + (1800)^2
AC^2 = 2250000 + 3240000
AC^2 = 5490000

AC = 2343.07m.
Therefore the altitude = 1800m, base = 1500m, Hypotenuse = 2343.07m.
Hope this helps!
Given that altitude of the field = 6x.
Given that base of the field = 5x.
Given that cost of field per hectare = 36720.
Given Total cost = 4957200.
Area = 4957200/36720
= 135 hectares
= 1350000 sq.m
We know that Area of triange = 1/2 * b * h
1/2 * 6x * 5x = 1350000
30x^2/2 = 1350000
15x^2 = 1350000
x^2 = 90000
x = 300m.
Therefore, The altitude of the field = 6 * 300
= 1800
Therefore, the base of the field = 5 * 300
= 1500.
By Pythagoras theorem, We know that
AC^2 = AB^2 + BC^2
AC^2 = (1500)^2 + (1800)^2
AC^2 = 2250000 + 3240000
AC^2 = 5490000
AC = 2343.07m.
Therefore the altitude = 1800m, base = 1500m, Hypotenuse = 2343.07m.
Hope this helps!
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