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The ratio of the speeds of two cars is 3:4. If the first car travels 120 km, how

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Question: The ratio of the speeds of two cars is 3:4. If the first car travels 120 km, how far does the second car travel?

Options:

  1. 160
  2. 150
  3. 180
  4. 140

Correct Answer: 160

Solution: 

Let the speed of the first car be 3x and the second car be 4x. The distance traveled is proportional to speed. Therefore, if 3x = 120, then 4x = (4/3)*120 = 160.

The ratio of the speeds of two cars is 3:4. If the first car travels 120 km, how

Practice Questions

Q1
The ratio of the speeds of two cars is 3:4. If the first car travels 120 km, how far does the second car travel?
  1. 160
  2. 150
  3. 180
  4. 140

Questions & Step-by-Step Solutions

The ratio of the speeds of two cars is 3:4. If the first car travels 120 km, how far does the second car travel?
  • Ratio and Proportion – Understanding how to use ratios to compare quantities and derive proportional relationships.
  • Distance, Speed, and Time Relationship – Applying the relationship that distance is proportional to speed when time is constant.
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