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If 10 workers using 5 machines can produce 10,000 gummy bears in a day, how many workers are needed to produce 20,000 gummy bears in the same day using 10 machines?
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If 10 workers using 5 machines can produce 10,000 gummy bears in a day...
Understanding the Problem
To determine how many workers are needed to produce 20,000 gummy bears using 10 machines, we need to analyze the initial scenario.
Initial Production Information
- 10 workers
- 5 machines
- 10,000 gummy bears produced in a day
This means that the production rate is 10,000 gummy bears per day with 10 workers and 5 machines.
Calculating Production Rate
- Each worker and machine contributes to the production.
- With 10 workers and 5 machines, the production per worker per machine can be calculated.
Production Rate per Worker and Machine
- Total Output = 10,000 gummy bears
- Workers = 10
- Machines = 5
The production per worker per machine can be derived as follows:
- Each worker can produce 1,000 gummy bears per day (10,000 / 10).
- Each machine contributes to this production, so each machine can be considered as capable of supporting the productivity of the workers.
Scaling Up the Production
Now, we want to double the output to 20,000 gummy bears using 10 machines.
- With 10 machines, if we maintain the same rate of productivity:
- Each machine can still support the same number of workers.
- Therefore, doubling the gummy bears means we need double the workforce.
Calculating Workers Needed
- If 10 workers produce 10,000 gummy bears, to produce 20,000 gummy bears, we need:
- 20 workers (since 20,000 is double 10,000).
Conclusion
To produce 20,000 gummy bears in a day using 10 machines, 20 workers are required.
To determine how many workers are needed to produce 20,000 gummy bears using 10 machines, we need to analyze the initial scenario.
Initial Production Information
- 10 workers
- 5 machines
- 10,000 gummy bears produced in a day
This means that the production rate is 10,000 gummy bears per day with 10 workers and 5 machines.
Calculating Production Rate
- Each worker and machine contributes to the production.
- With 10 workers and 5 machines, the production per worker per machine can be calculated.
Production Rate per Worker and Machine
- Total Output = 10,000 gummy bears
- Workers = 10
- Machines = 5
The production per worker per machine can be derived as follows:
- Each worker can produce 1,000 gummy bears per day (10,000 / 10).
- Each machine contributes to this production, so each machine can be considered as capable of supporting the productivity of the workers.
Scaling Up the Production
Now, we want to double the output to 20,000 gummy bears using 10 machines.
- With 10 machines, if we maintain the same rate of productivity:
- Each machine can still support the same number of workers.
- Therefore, doubling the gummy bears means we need double the workforce.
Calculating Workers Needed
- If 10 workers produce 10,000 gummy bears, to produce 20,000 gummy bears, we need:
- 20 workers (since 20,000 is double 10,000).
Conclusion
To produce 20,000 gummy bears in a day using 10 machines, 20 workers are required.
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If 10 workers using 5 machines can produce 10,000 gummy bears in a day, how many workers are needed to produce 20,000 gummy bears in the same day using 10 machines? Solution?
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If 10 workers using 5 machines can produce 10,000 gummy bears in a day, how many workers are needed to produce 20,000 gummy bears in the same day using 10 machines? Solution? for UPSC 2024 is part of UPSC preparation. The Question and answers have been prepared according to the UPSC exam syllabus. Information about If 10 workers using 5 machines can produce 10,000 gummy bears in a day, how many workers are needed to produce 20,000 gummy bears in the same day using 10 machines? Solution? covers all topics & solutions for UPSC 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If 10 workers using 5 machines can produce 10,000 gummy bears in a day, how many workers are needed to produce 20,000 gummy bears in the same day using 10 machines? Solution?.
If 10 workers using 5 machines can produce 10,000 gummy bears in a day, how many workers are needed to produce 20,000 gummy bears in the same day using 10 machines? Solution? for UPSC 2024 is part of UPSC preparation. The Question and answers have been prepared according to the UPSC exam syllabus. Information about If 10 workers using 5 machines can produce 10,000 gummy bears in a day, how many workers are needed to produce 20,000 gummy bears in the same day using 10 machines? Solution? covers all topics & solutions for UPSC 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If 10 workers using 5 machines can produce 10,000 gummy bears in a day, how many workers are needed to produce 20,000 gummy bears in the same day using 10 machines? Solution?.
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