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In a fort there are 1600 soldiers fighting a battle against their enemy. On a particular day after their morning meal the balance provision inside the fort is only sufficient for 12 days at the rate of 1.2 kg per day. If by the evening 400 soldiers die then for how many days will the provision be sufficient for remaining men at the rate of 1.6 kg per day. (Assume soldiers eat either in morning or in evening).
- a)10
- b)8
- c)18
- d)12
Correct answer is option 'D'. Can you explain this answer?
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Verified Answer
In a fort there are 1600 soldiers fighting a battle against their enem...
Total quantity of food at the beginning of the day
= (1600) (12) (1.2)
Total number of soldiers left at the end of the day 1200
Now we have to calculate that for how long is available provision enough for the left-out soldiers
(1200) (x) (1.6)
(1600) (12) (1.2) = (1200) (x) (1.6)
Solving it for the value of x
We get x = 12
The provision is sufficient for 1200 soldiers for 12 days.
= (1600) (12) (1.2)
Total number of soldiers left at the end of the day 1200
Now we have to calculate that for how long is available provision enough for the left-out soldiers
(1200) (x) (1.6)
(1600) (12) (1.2) = (1200) (x) (1.6)
Solving it for the value of x
We get x = 12
The provision is sufficient for 1200 soldiers for 12 days.
Most Upvoted Answer
In a fort there are 1600 soldiers fighting a battle against their enem...
Given information:
- Number of soldiers in the fort = 1600
- Provision available for 1 day = 1.2 kg
- Soldiers die in the evening and the remaining soldiers eat 1.6 kg per day
Calculation:
Total provision available in the fort = 1600 x 1.2 x 12 = 23,040 kg
After 400 soldiers die, the remaining soldiers = 1600 - 400 = 1200
The provision required for 1 day by 1200 soldiers = 1.6 x 1200 = 1920 kg
The total provision available after 400 soldiers die = 23,040 - (400 x 1.2) = 22,560 kg
The number of days this provision will last for 1200 soldiers = 22,560 / 1920 = 11.75 days
Since soldiers eat either in the morning or in the evening, we need to round off the answer to the lower integer value, i.e. 11 days.
Therefore, the answer is option 'D' - 12 days.
- Number of soldiers in the fort = 1600
- Provision available for 1 day = 1.2 kg
- Soldiers die in the evening and the remaining soldiers eat 1.6 kg per day
Calculation:
Total provision available in the fort = 1600 x 1.2 x 12 = 23,040 kg
After 400 soldiers die, the remaining soldiers = 1600 - 400 = 1200
The provision required for 1 day by 1200 soldiers = 1.6 x 1200 = 1920 kg
The total provision available after 400 soldiers die = 23,040 - (400 x 1.2) = 22,560 kg
The number of days this provision will last for 1200 soldiers = 22,560 / 1920 = 11.75 days
Since soldiers eat either in the morning or in the evening, we need to round off the answer to the lower integer value, i.e. 11 days.
Therefore, the answer is option 'D' - 12 days.
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In a fort there are 1600 soldiers fighting a battle against their enemy. On a particular day after their morning meal the balance provision inside the fort is only sufficient for 12 days at the rate of 1.2 kg per day. If by the evening 400 soldiers die then for how many days will the provision be sufficient for remaining men at the rate of 1.6 kg per day. (Assume soldiers eat either in morning or in evening).a)10b)8c)18d)12Correct answer is option 'D'. Can you explain this answer?
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In a fort there are 1600 soldiers fighting a battle against their enemy. On a particular day after their morning meal the balance provision inside the fort is only sufficient for 12 days at the rate of 1.2 kg per day. If by the evening 400 soldiers die then for how many days will the provision be sufficient for remaining men at the rate of 1.6 kg per day. (Assume soldiers eat either in morning or in evening).a)10b)8c)18d)12Correct answer is option 'D'. 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 In a fort there are 1600 soldiers fighting a battle against their enemy. On a particular day after their morning meal the balance provision inside the fort is only sufficient for 12 days at the rate of 1.2 kg per day. If by the evening 400 soldiers die then for how many days will the provision be sufficient for remaining men at the rate of 1.6 kg per day. (Assume soldiers eat either in morning or in evening).a)10b)8c)18d)12Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a fort there are 1600 soldiers fighting a battle against their enemy. On a particular day after their morning meal the balance provision inside the fort is only sufficient for 12 days at the rate of 1.2 kg per day. If by the evening 400 soldiers die then for how many days will the provision be sufficient for remaining men at the rate of 1.6 kg per day. (Assume soldiers eat either in morning or in evening).a)10b)8c)18d)12Correct answer is option 'D'. Can you explain this answer?.
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