Question

Первый цех производит 15 дет за 8 час день второй на 10 меньше а третий в два раза меньше чем 1 и 2 цех сколько нужно машин которые перевозят 23 детали за один раз

Answer 1

Если первый цех в час - 15 деталей, то1) 15*8=120 (дет) - за день первый цех
2)120-10=110 (дет) - за день второй цех
3) (120+110)/2=115 (дет) третий цех за день4) (120+110+115)/25=13,8  то есть округляем 14 (машин)

Answer 2

Calculating the Number of Machines Needed to Transport 23 Parts

To calculate the number of machines needed to transport 23 parts at a time, we can use the production rates of the three workshops.

- The first workshop produces 15 parts in 8 hours. - The second workshop produces 10 parts less than the first workshop. - The third workshop produces half the number of parts produced by the first and second workshops.

Let's calculate the number of machines needed.

Solution:

To find the number of machines needed to transport 23 parts at a time, we can use the following approach:

1. Calculate the total production of parts by all three workshops in 8 hours. 2. Determine the number of machines needed to transport 23 parts at a time.

Calculations:

1. Total production of parts in 8 hours: - First workshop: 15 parts - Second workshop: 15 - 10 = 5 parts - Third workshop: (15 + 5) / 2 = 10 parts - Total production: 15 + 5 + 10 = 30 parts in 8 hours.

2. Number of machines needed to transport 23 parts at a time: - Number of machines = Total production / Parts transported at a time - Number of machines = 30 / 23 - Number of machines ≈ 1.3043

Answer:

To transport 23 parts at a time, approximately 2 machines are needed.

This calculation assumes that the production rates remain constant over the 8-hour period and that the transportation process is efficient and without delays.