Which formula expresses the relationship between distance, velocity, and time?

Which formula expresses the relationship between distance, velocity, and time?

• A. Distance = velocity + time
• B. Distance = velocity - time
• C. Distance = velocity x time
• D. Distance = time / velocity

Answer: (C)

The formula that expresses the relationship between distance, velocity, and time is Distance = velocity x time. This equation indicates that the distance traveled by an object is equal to the velocity at which it moves multiplied by the time of travel. In practical terms, if an object is moving at a constant velocity, the longer it travels, the greater the distance covered will be. For instance, if a car moves at a velocity of 60 kilometers per hour for 2 hours, using this formula, the distance traveled would be 60 km/h x 2 h, resulting in 120 kilometers. This fundamental relationship helps to understand how movement occurs over time and is a core concept in physics related to motion. The other provided formulas do not accurately represent the relationship between these three variables: adding or subtracting time from velocity does not yield a meaningful physical quantity relevant to distance, and dividing time by velocity does not align with how distance is calculated.

The formula that expresses the relationship between distance, velocity, and time is Distance = velocity x time. This equation indicates that the distance traveled by an object is equal to the velocity at which it moves multiplied by the time of travel.

In practical terms, if an object is moving at a constant velocity, the longer it travels, the greater the distance covered will be. For instance, if a car moves at a velocity of 60 kilometers per hour for 2 hours, using this formula, the distance traveled would be 60 km/h x 2 h, resulting in 120 kilometers. This fundamental relationship helps to understand how movement occurs over time and is a core concept in physics related to motion.

The other provided formulas do not accurately represent the relationship between these three variables: adding or subtracting time from velocity does not yield a meaningful physical quantity relevant to distance, and dividing time by velocity does not align with how distance is calculated.