When calculating total distance for two opposing objects, what equation should be used to find their respective distances before they meet?

The correct approach to calculate the total distance traveled by two opposing objects before they meet is to utilize the concept of summing their individual distances. Each object travels a certain distance based on its speed and the time taken until they meet. Therefore, the total distance is effectively the sum of these two individual distances, which would result in the total distance covered by both objects combined.

This equation takes into account that both objects are moving towards each other, and the distances they cover will add up to the total distance between them before they collide.

Understanding this formula is crucial because it encapsulates the idea that in a scenario where two objects are in motion towards each other, their total distance covered before meeting is the cumulative effect of their individual displacements in that given time.