Question

Слесарь может выполнить задание за 6 часов, а его учиник это же задание за 8 часов. Какую часть задания они могут выполнить вместе за 1 час? Т_Т

Answer 1

Извини не могу сложно

Answer 2

7
-
24  частей они сделали вместе

Answer 3

Calculation of Work Efficiency

To determine the portion of the task that a locksmith and their apprentice can complete together in one hour, we need to calculate their work efficiency.

Let's assume that the locksmith can complete the task in 6 hours, while the apprentice can complete the same task in 8 hours.

The work efficiency of an individual is inversely proportional to the time taken to complete a task. In other words, the more time it takes to complete a task, the lower the work efficiency.

To calculate the work efficiency, we can use the formula:

Work Efficiency = 1 / Time Taken

For the locksmith: Work Efficiency of the locksmith = 1 / 6 = 0.1667

For the apprentice: Work Efficiency of the apprentice = 1 / 8 = 0.125

Combined Work Efficiency

To determine the portion of the task they can complete together in one hour, we need to add their individual work efficiencies.

Combined Work Efficiency = Work Efficiency of the locksmith + Work Efficiency of the apprentice

Combined Work Efficiency = 0.1667 + 0.125 = 0.2917

Therefore, the locksmith and their apprentice can complete approximately 0.2917 or 29.17% of the task together in one hour.

Please note that this calculation assumes that the work efficiency remains constant throughout the task and that there are no other factors affecting their productivity.