Question

Дам 20 баллов! на одной ферме был сделан запас силоса, 7 т 680 кг а на второй 9 т 600 кг ,на первой ферме ежедневно расходуется 352 кг, а на второй 480 кг силоса через сколько дней запасы силоса на обеех фермах станут равными

Answer 1

Все просто . за х кол во дней через которое запасы сравняются тогда получим ур-е
7680-х*352 =9600-х*480
теперь просто перенесем в одну сторону все известные величины а в другую неизвесмтные получим
480х-352х=9600-7680
128х=1920
х=1920/128
х=15 
то есть через 15 дней запасы на одоих фермах сравняются.

Answer 2

Calculation of Silo Reserves on Both Farms

To calculate the number of days it will take for the silo reserves on both farms to become equal, we need to consider the initial reserves and the daily consumption on each farm.

On the first farm, the initial reserve is 7 tons and 680 kilograms (7,680 kg), and the daily consumption is 352 kilograms (352 kg).

On the second farm, the initial reserve is 9 tons and 600 kilograms (9,600 kg), and the daily consumption is 480 kilograms (480 kg).

To find the number of days it will take for the reserves to become equal, we can use the following formula:

Number of days = (Initial reserve on the second farm - Initial reserve on the first farm) / (Daily consumption on the first farm - Daily consumption on the second farm)

Let's plug in the values and calculate the result:

Number of days = (9,600 kg - 7,680 kg) / (352 kg - 480 kg)

Simplifying the equation:

Number of days = 1,920 kg / (-128 kg)

Since the daily consumption on the second farm is higher than the daily consumption on the first farm, the result will be negative. This means that the reserves on both farms will never become equal.

Therefore, the reserves on both farms will not become equal.

Please let me know if there is anything else I can help you with!