A Fort Had Provisions For 450 Men For 80 Days After 10 Days 50 More Men Arrived How Long

A Fort Has Provision For 450 Men For 80 Days After 10 D A fort had provisions for 600 men for 180 days. after 40 days, 100 men left the fort. how long will the food last at the same rate ?. After 10 days , 50 more men arrived . provision lasts for 450 men = 70 days . provision lasts for 1 man = now number of men = 450 50 = 500 . provision lasts for 500 man = hence the food lasts for 63 days . #learn more: a fort had provisions for 150 men for 45 days. after 10 days 25 men left the fort .how long will the food last at the same rate.

A Fort Had Provisions For 450 Men For 80 Days After 17 days. step by step explanation: initial no. of men = 450 . a fort has provision for 450 men for 80 days after 10 days . after 10 days 50 more men arrived. let x be the no. of days 500 men can consume. so, so, the remaining food last at the same rate = 80 63 =17. hence the remaining food last for 17 days at the same rate. Click here👆to get an answer to your question ️ 22. ir 5 labourers can 9000 in 15 days, how many labo 13. a fort had provisions for 450 men for 80 days. arte the remaining food last at the same rate? 4.9 typists working 7 hours a day, type a thesis in 10 days. for 50 men for 80 days. after 10 days, 50 more men arrived. how long type a thesis in 10 days. for how many hours per day should. Fort had provision of food for 150 men for 45 days, after 10 days 25 men left the fort, so 125 men are there in the fort. so, now fort is having food for 150 men for 35 days. suppose 125 men had food for x days. now, less men, more days (indirect proportion) 125 × x = 150 × 35. x = 42 d a y s. answer (c) 42days. After 10 days , 50 more men arrived. how long will the remaining food last at the same rate 7080582. a fort had provisions for 450 men for 80 days. after 10.

A Fort Had Provisions For 450 Men For 80 Days After Fort had provision of food for 150 men for 45 days, after 10 days 25 men left the fort, so 125 men are there in the fort. so, now fort is having food for 150 men for 35 days. suppose 125 men had food for x days. now, less men, more days (indirect proportion) 125 × x = 150 × 35. x = 42 d a y s. answer (c) 42days. After 10 days , 50 more men arrived. how long will the remaining food last at the same rate 7080582. a fort had provisions for 450 men for 80 days. after 10. A fort had provisions for 300 men for 90 days. after 20 days, 50 men left the fort. how long would the food last at the same rate. so men is inversely proportional to days so with 300 and 90 the constant is 27000 if you use the fact that after 20 days 50 men left you can use 250 men and you. After 10 days : for 150 men, provision will last (45 − 10) days = 35 days. ⇒ for 1 man, the provisions will last = 150 × 35 days. and for (150 − 25) = 125 men, the provisions.