If each farmer sells 100 kg of Jowar and 50 kg of Bajra, which farmer will earn the most?

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Solution

The correct option is C
S

Since the quantity of jowar and bajra are in the ratio 2:1, we double the cost of jowar and then add up the total cost of jowar and bajra to find the maximum sum.

$\begin{matrix} F a r m e r & J o w a r & B a j r a & S u m P & 33 & 15 & 48 Q & 30 & 14 & 44 R & 36 & 14.5 & 58 S & 40 & 13.5 & 53.5 T & 30 & 12 & 42 \end{matrix}$

$∴$ Farmer S will earn the most.

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If each farmer sells 100 kg of Jowar and 50 kg of Bajra, which farmer will earn the most?

The correct option is C S Since the quantity of jowar and bajra are in the ratio 2:1, we double the cost of jowar and then add up the total cost of jowar and bajra to find the maximum sum. FarmerJowarBajraSumP331548Q301444R3614.558S4013.553.5T301242 ∴ Farmer S will earn the most.