18 men can eat 20 kg of rice in 3 days. How long will 6 men take to eat 40 kg of rice?
Correct answer B. 18
Topic / 24 questions
Men and Food MCQs are aptitude problems about how long a fixed stock of provisions lasts when the number of people, or animals, changes. Typical settings include ships, forts and garrisons. They appear in NTS, ISSB, SSC and banking tests. Every question has an instant answer, so you can check your working as you practise.
Correct answer B. 18
Correct answer A. 3 1?3 days
Correct answer B. 18 days
Correct answer B. 50 days
Correct answer B. 30 days
Correct answer A. 20 days
Correct answer C. 30 days
Correct answer D. 50 days
Correct answer B. 45
Correct answer D. 18 kg
Correct answer D. 15
Correct answer D. 12.5
Correct answer D. none
Correct answer B. 90 days
Correct answer C. 70 days
Correct answer B. 5 days
Correct answer C. 6
Correct answer A. 20
Correct answer A. 5
Correct answer A. 10
These questions are a form of inverse proportion. The total food is treated as a fixed quantity equal to the number of men multiplied by the number of days it lasts. When some men leave, die or join part way through, you first work out how much food remains, then divide it by the new number of people. This set also includes grazing problems with cattle and fields, and questions on how much wheat a group consumes over a different period. Writing the man-days equation clearly prevents most mistakes.
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Treat the food as fixed man-days. Multiply the original number of men by the days the food would last, subtract what has already been eaten, then divide the remainder by the new number of men. This gives how many more days the provisions will last.
The food equals 800 multiplied by 50, which is 40,000 man-days. Dividing 40,000 by 1,000 men gives 40 days. More people means the same food lasts fewer days, which is why these are inverse proportion problems.
MCQs360 has 24 Men and Food MCQs in its Aptitude section, each with an instant answer and free to practise without sign-up. Practise them alongside time and work questions, since both use the same proportional reasoning.
Last reviewed October 2026