Question

A farm was divided for three men in the ratio 1:5:6. If the total land area of the farm is 120 hectares, how many hectares does each of them receive.? solution and answer.​

Answer 1

Question: A farm was divided for three men in the ratio 1:5:6. If the total land area of the farm is 120 hectares, how many hectares does each of them receive.? solution and answer.

Answer: 100000 $m^{2}$ ( 10 hectares ), 500000 $m^{2}$ ( 50 hectares ) and 600000 $m^{2}$ ( 60 hectares )

Step-by-step explanation:

Let us take the variable "x" for the ratio

1x + 5x + 6x = 120 hectares

1x + 5x + 6x = 1200000 $m^{2}$ ( 1 hectare = 10,000 $m^{2}$ )

12x = 1200000 $m^{2}$

x = 1200000 / 12

x = 100000 $m^{2}$

1x = 1 * x = 100000 $m^{2}$ ( 10 hectares )

5x = 5 * x = 500000 $m^{2}$ ( 50 hectares )

6x = 6 * x = 600000  $m^{2}$ ( 60 hectares )

Hence, the land of the farm is divided for the 3 men respectively.

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