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A machine can produce 500 units in 8 hours. How many units can it produce in 12

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Question: A machine can produce 500 units in 8 hours. How many units can it produce in 12 hours? (2022)

Options:

  1. 600 units
  2. 750 units
  3. 800 units
  4. 900 units

Correct Answer: 800 units

Exam Year: 2022

Solution: 

Units per hour = 500 units / 8 hours = 62.5 units/hour. In 12 hours, it produces 62.5 × 12 = 750 units.

A machine can produce 500 units in 8 hours. How many units can it produce in 12

Practice Questions

Q1
A machine can produce 500 units in 8 hours. How many units can it produce in 12 hours? (2022)
  1. 600 units
  2. 750 units
  3. 800 units
  4. 900 units

Questions & Step-by-Step Solutions

A machine can produce 500 units in 8 hours. How many units can it produce in 12 hours? (2022)
  • Step 1: Find out how many units the machine produces in one hour. To do this, divide the total units by the total hours: 500 units / 8 hours.
  • Step 2: Calculate the result from Step 1. This gives you 62.5 units per hour.
  • Step 3: Now, find out how many units the machine can produce in 12 hours. Multiply the units per hour by 12 hours: 62.5 units/hour × 12 hours.
  • Step 4: Calculate the result from Step 3. This gives you 750 units.
  • Rate of Production – Understanding how to calculate the rate of production (units per hour) and apply it to find total output over a different time period.
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