The sides of a triangular field are 975 m, 1050 m and 1125 m. If this field is sold at the
rate of 1000 per hectare, find its selling price.
[1 hectare = 10000 m²]
Answers
Answer:Area of the triangle=
s.(s−a)(s−b)(s−c)
(by heron's formula)
where s=
2
(a+b+c)
a=975m, b=1050m, c=1125m
∴s=1575m
Area=
1575(1575−975)(1575−1050)(1575−1125)
⇒472500m
2
1hectare=10,000m
2
∴472500m
2
=47.25hectares
⇒ selling price of the field will be 47.25hectares×1000
⇒=47250R
Step-by-step explanation:
Answer:
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