WebMar 2, 2024 · First 90 days were there but at present days are left 90-20= 70 days There were 300 men but 50 men then left, Remaining one's= 300-50= 250 men So, provision for 300 men= 70 days Provision for 250 men will be = x As its indirect variation, so formula 70/x= 250/300 70×300/250= x 2100/25= x 420/5= x Hope my answer help you. My pleasure WebMar 8, 2014 · in a fort 300 men had provision for 90 days after 20 days,50 men left the fort how long would the food last,at the same rate - Maths - NCERT Solutions Board Paper …
A fort has provisions for 300 men for 90 days After 20 days, 50 men …
WebA 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? A 88 days B 48 days C 84 days D 44 days Medium … WebA 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? A 62 B 84 C 56 D 72 Easy Solution Verified by Toppr Correct option is B) Remaining number of men =(300−50)=250. Remaining number of … incoterm selbstabholung
In a Fort, 300 soldiers had of food provision for 90 days. after 20 ...
WebSep 18, 2024 · Answer: 84 Days Step-by-step explanation: Remaining number of men = (300−50)=250. Remaining number of days = (90−20)days=70 days 300 men had provisions for 70 days 1 man had provisions for (300×70) days... [less men, more days] 250 men had provisions for 300×70/250 days =84 days... [more men, less days] WebA garrison of 500 men had provisions for 24 days. However, a reinforcement of 300 men arrived. The food will now last for (a) 18 days (b) 17 1 2 days (c) 16 days (d) 15 days. Q. In a garrision 500 men had provision for 60 days. A reinforcement of 500 men arrived. ... Q. A fort provisioned for 42 days, after 10 days, a reinforcement of 200 men ... WebApr 4, 2024 · It is given that 150 men had food for 45 days. After 10 days, 150 men still had food for 35 days. Since, 25 men left the fort so $150 - 25 = 125$ men are left in the fort. Now, let us suppose that 125 men had food for the x number of days. We know that we have the case of indirect proportion here because as the number of men will decrease food ... incoterm rules 2020