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Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?
- a)75 kg
- b)50 kg
- c)60 kg
- d)40 kg
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respective...
Mixing Rs. 4/kg and Rs. 5/kg to get Rs. 4.6 per kg we get that the ratio of mixing is 2:3. If the first oil is 40 kg, the second would be 60 kg
Hence, by the rule of allegation they must be mixed in the ratio 40:60
if quantity of first type is 40kg , the quantity of second type will be 60 kg
if quantity of first type is 40kg , the quantity of second type will be 60 kg
Most Upvoted Answer
Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respective...
Mixing Rs. 4/kg and Rs. 5/kg to get Rs. 4.6 per kg we get that the ratio of mixing is 2:3. If the first oil is 40 kg, the second would be 60 kg
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Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respective...
Problem: Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?
Solution:
Let the amount of the second type of oil be x kg.
Then the total amount of the mixture will be (40 + x) kg.
As per the question, the rate of the mixture is Rs. 4.60/kg.
We can write the following equation based on the given information:
(40 x 4) + (x x 5) = (40 + x) x 4.60
Simplifying the above equation, we get:
160 + 5x = 184 + 4.6x
0.4x = 24
x = 60
Therefore, the amount of the second type of oil should be 60 kg to produce a mixture having the rate of Rs. 4.60/kg, given that the amount of the first type of oil in the mixture is 40 kg.
Hence, option C is the correct answer.
Solution:
Let the amount of the second type of oil be x kg.
Then the total amount of the mixture will be (40 + x) kg.
As per the question, the rate of the mixture is Rs. 4.60/kg.
We can write the following equation based on the given information:
(40 x 4) + (x x 5) = (40 + x) x 4.60
Simplifying the above equation, we get:
160 + 5x = 184 + 4.6x
0.4x = 24
x = 60
Therefore, the amount of the second type of oil should be 60 kg to produce a mixture having the rate of Rs. 4.60/kg, given that the amount of the first type of oil in the mixture is 40 kg.
Hence, option C is the correct answer.
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Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?a)75 kgb)50 kgc)60 kgd)40 kgCorrect answer is option 'C'. Can you explain this answer?
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Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?a)75 kgb)50 kgc)60 kgd)40 kgCorrect answer is option 'C'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?a)75 kgb)50 kgc)60 kgd)40 kgCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?a)75 kgb)50 kgc)60 kgd)40 kgCorrect answer is option 'C'. Can you explain this answer?.
Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?a)75 kgb)50 kgc)60 kgd)40 kgCorrect answer is option 'C'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?a)75 kgb)50 kgc)60 kgd)40 kgCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?a)75 kgb)50 kgc)60 kgd)40 kgCorrect answer is option 'C'. Can you explain this answer?.
Solutions for Two types of oils having the rates of Rs. 4/kg and Rs. 5/kg respectively are mixed in order to produce a mixture having the rate of Rs. 4.60/kg. What should be the amount of the second type of oil if the amount of the first type of oil in the mixture is 40 kg?a)75 kgb)50 kgc)60 kgd)40 kgCorrect answer is option 'C'. Can you explain this answer? in English & in Hindi are available as part of our courses for Quant.
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