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500 Soldiers In A Fort Had Enough Food For 30 Days But 125 So

500 soldiers in A Fort had enough food for 30 days о
500 soldiers in A Fort had enough food for 30 days о

500 Soldiers In A Fort Had Enough Food For 30 Days о Q. 1200 soldiers had enough food for 28 days. after 4 days, some soldiers were transferred to another fort. after 4 days, some soldiers were transferred to another fort. as a result, the food now lasted for 32 more days. So as per the question after 6 days some soldiers left the fort, it means 500 × 6 = 3000 units are consumed by the time some soldiers left. total unit left = 15000 3000 = 12000 units. now we know that x units are consumed a day, and the food lasted for 32 days more. so the following formula is used to solve this problem. number of soldiers.

500 soldiers in A Fort had enough food for 30 days о
500 soldiers in A Fort had enough food for 30 days о

500 Soldiers In A Fort Had Enough Food For 30 Days о 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=42days. answer (c) 42days. 5. 500 soldiers in a fort had enough food for 30 days. after 6 days, some soldiers were sent to another fort and thus the food lasted for 32 more days. how many soldiers left the fort? hint: on the day of transfer of some soldiers from this fort, 500 soldiers had enough food for (30 60) = 24 days. but, the food lasted for 32 days. 6. After 125 soldiers were transferred from a fort that had enough food for 500 soldiers for 30 days, the remaining food would last for the remaining 375 soldiers for 37.5 days by solving a ratio. explanation: the subject of this question is ratio, in the math branch of arithmetic. we are given that 500 soldiers in a fort have enough food to last. Given that 500 soldiers in a fort had enough food for 30 days. let the number of soldiers that left the fort be x. after 6 days, number of soldiers = (500 – x) given that food lasted for 32 more days. hence 500 × 24 = (500 – x) × 32. ⇒ (500 – x) = 375. ⇒ x = 500 – 375 = 125. thus 125 soldiers left the fort.

500 soldiers in A Fort had enough food for 30 days A
500 soldiers in A Fort had enough food for 30 days A

500 Soldiers In A Fort Had Enough Food For 30 Days A After 125 soldiers were transferred from a fort that had enough food for 500 soldiers for 30 days, the remaining food would last for the remaining 375 soldiers for 37.5 days by solving a ratio. explanation: the subject of this question is ratio, in the math branch of arithmetic. we are given that 500 soldiers in a fort have enough food to last. Given that 500 soldiers in a fort had enough food for 30 days. let the number of soldiers that left the fort be x. after 6 days, number of soldiers = (500 – x) given that food lasted for 32 more days. hence 500 × 24 = (500 – x) × 32. ⇒ (500 – x) = 375. ⇒ x = 500 – 375 = 125. thus 125 soldiers left the fort. 500 soldiers had 30 days food let total food is 500× 30 =15000 kg so food had been eaten by 500 in 1 day = 15000 30 =500 kg 500 soldiers ate 6 days means 500×6= 3000 so total food left 15000 3000=12000 let number of soldiers after the transfer of few soldiers = x atq according to question x×32 = 12000 x= 375 so number of soldiers left the fort was (500 375=) 125. Video answer: we say that a fort has enough food for 500 soldiers for 32 days, so food supply for 500 soldiers will be equal to 500. okay, let's get on with it. 500 soldiers used 4 in 5 days, so that's 500 into 5 2500 point.

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