The yield of wheat from 6 hectares land is 280 quintals. Find the number of hectares required for a yield if 225 quintals
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6 hectares of land yields 280 quintals of rice
Each quintal of rice is yielded from = 6/280 hectares = 3/140 hectares
To get the hectares required to yield 255 quintals, we multiple 3/140 by 255
= 3/140 x 255 = 5.46 hectares
Therefore, yielding 255 quintals of rice require 5.46 hectares of land.
Each quintal of rice is yielded from = 6/280 hectares = 3/140 hectares
To get the hectares required to yield 255 quintals, we multiple 3/140 by 255
= 3/140 x 255 = 5.46 hectares
Therefore, yielding 255 quintals of rice require 5.46 hectares of land.
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Solution :-
This question can be solved by unitary method.
The get 280 quintals yield of wheat, land required = 6 hectares
To get 1 quintal yield of wheat, land required = 6/280 hectare
To get 225 quintals yield of wheat, land required = (6*225)/280 hectares
⇒ 1350/280 hectares
= 4.8214 hectares or 4.82 hectares (Approximately)
So, 4.82 hectares of land will be required to get 225 quintals yield of wheat.
Answer.
This question can be solved by unitary method.
The get 280 quintals yield of wheat, land required = 6 hectares
To get 1 quintal yield of wheat, land required = 6/280 hectare
To get 225 quintals yield of wheat, land required = (6*225)/280 hectares
⇒ 1350/280 hectares
= 4.8214 hectares or 4.82 hectares (Approximately)
So, 4.82 hectares of land will be required to get 225 quintals yield of wheat.
Answer.
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