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Answer :
Answer:
8.33 hours or 8 hour 20 minutes
Explanation:
A small metal shop operates 10 hours each day, producing 100 parts/hour.
If productivity were increased 20%, then the production will be 120 parts/hour
Then the number hours the plant have to work to produce 1000 parts will be 1000 units / 120 parts per hour = 8.33 hours or 8 hour 20 minutes
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Final answer:
With a 20% productivity increase to 120 parts/hour, the small metal shop would need to work approximately 8.33 hours in order to produce 1000 parts.
Explanation:
If a small metal shop operates 10 hours each day producing 100 parts/hour, increasing productivity by 20% would mean that the shop would now produce 120 parts/hour (100 parts + 20% of 100 parts). To produce 1000 parts at this increased rate:
- First, calculate the new production rate: 100 parts/hour + (20/100) * 100 parts/hour = 120 parts/hour.
- Next, divide the total number of parts needed by the new production rate: 1000 parts / 120 parts/hour = 8.33 hours.
Therefore, the plant would need to work approximately 8.33 hours to produce 1000 parts after a 20% increase in productivity.
