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Solved 4 A Fort Had Enough Food For 80 Soldiers For 60

solved 4 A Fort Had Enough Food For 80 Soldiers For 60 Days How Long
solved 4 A Fort Had Enough Food For 80 Soldiers For 60 Days How Long

Solved 4 A Fort Had Enough Food For 80 Soldiers For 60 Days How Long The food is sufficient for 80 soldiers for (60 – 15) days = 45 days. also given that, 20 additional soldiers join the fort. so number of soldiers in the fort = 80 20 = 100. Click here 👆 to get an answer to your question ️ 4. a fort had enough food for 80 soldiers for 60 days. how long would the food last if 20 more soldiers join.

7 a Fort had enough food for 80 soldiers for 60 Days How L
7 a Fort had enough food for 80 soldiers for 60 Days How L

7 A Fort Had Enough Food For 80 Soldiers For 60 Days How L Let's say a soldier eats 1 portion of food in 1 days. that portion may be divided into breakfast, lunch , and dinner, but it is still accounted as 1 portion per soldier per day. there are 80 soldiers and enough food for 60 days. the number of portions is . 60 * 80 = 4800. the fort started with 4800 portions. 80 soldiers ate their portions for. After 15 days, the 20 other soldiers will come in, so: days left: 60 15 = 45 new equation: (80 * 45) 100 = 36 total days: (36 15) the answer is 51 days . a fort had enough food for 80 soldiers for 60 days. how long would the food last if 20 more soldiers join brainly. Based on the given conditions, formulate:: 80 × 60 ÷ 100 80 \times 60 \div 100 80 × 60 ÷ 100 simplify fraction(s): 4 × 12 4 \times 12 4 × 12 calculate the product or quotient: 48. Now we have to find the number of days for which the food lasts if in addition to 80 soldiers 20 soldiers join the ford. as given that the fort is provided with food for 80 soldiers to last for 60 days we can write, \[\rightarrow \text{total food available = total soldiers }\times \text{ total no}\text{. of days }\] by substituting number of.

11 a Fort Is Provided With food 80 soldiers To Last 60 Days Find How
11 a Fort Is Provided With food 80 soldiers To Last 60 Days Find How

11 A Fort Is Provided With Food 80 Soldiers To Last 60 Days Find How Based on the given conditions, formulate:: 80 × 60 ÷ 100 80 \times 60 \div 100 80 × 60 ÷ 100 simplify fraction(s): 4 × 12 4 \times 12 4 × 12 calculate the product or quotient: 48. Now we have to find the number of days for which the food lasts if in addition to 80 soldiers 20 soldiers join the ford. as given that the fort is provided with food for 80 soldiers to last for 60 days we can write, \[\rightarrow \text{total food available = total soldiers }\times \text{ total no}\text{. of days }\] by substituting number of. From the data given, we know that the food at the fort lasts for 80 soldiers for 60 days. thus, the total amount of food available can be calculated as follows: total amount of food = number of soldiers * number of days so, total amount of food = 80 * 60 = 4800 units next, we calculate the amount of food consumed in the first 15 days before the. The fort has enough food for 80 soldiers for 60 days. this means that the total amount of food available is: 80 soldiers x 60 days = 4800 soldier days of food step 2 4 step 2: find the amount of food consumed by the soldiers in the first 15 days. since the food is enough for 80 soldiers for 60 days, we can assume that the soldiers consume a.

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