Hari bought 20 kg of rice at rupees 36 per kg and 25 kg of rice at rupees 32 per kg. He mixed the two varieties and sold the mixture at rupees 38 per kg. Find his gain percent in the whole transaction.
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Answered by
6
Answer:
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Step-by-step explanation:
We know that,
Total weight of rice = 20+25=45
So, total cost of both varieties = (20×36)+(25×32)=720+800=1520
∴ The CP=₹1520
SP=weight×Rate=45×38=1710
Since, SP is more than CP so it’s a gain.
Gain=SP—CP=1710—1520=₹190
Gain%=(Gain×100)/CP
=(190×100)/1520
=12.5%
∴ The Gain percent is 12.5%
Answered by
3
ANSWER -:
The Gain percent is 12.5%
________________________
EXPLANATION-:
We know that,
Total weight of rice = 20+25=45
So, total cost of both varieties =
(20×36)+(25×32)
=720+800=1520
∴ The CP= ₹1520
SP= weight×Rate
=45×38=1710
Since, SP is more than CP so it’s a gain.
Gain=SP—CP
=1710—1520=₹190
Gain%=(Gain×100)/CP
=(190×100)/1520
=12.5%
∴ The Gain percent is 12.5%
_______________________________
Formula for gain and loss percent -:
Gain % = (Gain / CP) x 100.
Loss % = (Loss / CP) x 100.
______________________________
The Gain percent is 12.5%
________________________
EXPLANATION-:
We know that,
Total weight of rice = 20+25=45
So, total cost of both varieties =
(20×36)+(25×32)
=720+800=1520
∴ The CP= ₹1520
SP= weight×Rate
=45×38=1710
Since, SP is more than CP so it’s a gain.
Gain=SP—CP
=1710—1520=₹190
Gain%=(Gain×100)/CP
=(190×100)/1520
=12.5%
∴ The Gain percent is 12.5%
_______________________________
Formula for gain and loss percent -:
Gain % = (Gain / CP) x 100.
Loss % = (Loss / CP) x 100.
______________________________
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