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If 3 machines can produce 150 units in 5 hours, how many units can 6 machines pr

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Question: If 3 machines can produce 150 units in 5 hours, how many units can 6 machines produce in 5 hours?

Options:

  1. 150 units
  2. 300 units
  3. 450 units
  4. 600 units

Correct Answer: 300 units

Solution: 

If 3 machines produce 150 units, then 6 machines will produce 150 * 2 = 300 units.

If 3 machines can produce 150 units in 5 hours, how many units can 6 machines pr

Practice Questions

Q1
If 3 machines can produce 150 units in 5 hours, how many units can 6 machines produce in 5 hours?
  1. 150 units
  2. 300 units
  3. 450 units
  4. 600 units

Questions & Step-by-Step Solutions

If 3 machines can produce 150 units in 5 hours, how many units can 6 machines produce in 5 hours?
  • Step 1: Understand that 3 machines produce 150 units in 5 hours.
  • Step 2: Find out how many units 1 machine produces in 5 hours. Divide 150 units by 3 machines: 150 / 3 = 50 units per machine.
  • Step 3: Now, find out how many units 6 machines can produce in 5 hours. Multiply the units produced by 1 machine by 6: 50 units * 6 = 300 units.
  • Step 4: Conclude that 6 machines can produce 300 units in 5 hours.
  • Proportional Relationships – Understanding how the number of machines affects the total production based on a constant time frame.
  • Unit Rate Calculation – Calculating the output per machine and scaling it based on the number of machines.
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