comparing the motion of two cars\nposition vs time for two cars\nwhich statements best describe the motion…

comparing the motion of two cars\nposition vs time for two cars\nwhich statements best describe the motion of car a and car b? check all that apply.\ncar a and car b are both moving toward the origin.\ncar a and car b are moving in opposite directions.\ncar a is moving faster than car b.\ncar a and car b started at the same location.\ncar a and car b pass each other at the crossover point on the graph.

comparing the motion of two cars\nposition vs time for two cars\nwhich statements best describe the motion of car a and car b? check all that apply.\ncar a and car b are both moving toward the origin.\ncar a and car b are moving in opposite directions.\ncar a is moving faster than car b.\ncar a and car b started at the same location.\ncar a and car b pass each other at the crossover point on the graph.

Answer

Explanation:

Step1: Analyze direction of motion

Car A's position - time graph has a positive - slope, meaning it moves away from the origin. Car B's position - time graph has a negative - slope, meaning it moves toward the origin. So they are moving in opposite directions.

Step2: Analyze speed

The slope of the position - time graph represents speed. The slope of Car A's graph is steeper than that of Car B's graph, so Car A is moving faster than Car B.

Step3: Analyze starting position

Car A starts at the origin (position = 0 at time = 0), while Car B starts at a non - zero positive position. So they did not start at the same location.

Step4: Analyze intersection point

The crossover point on the graph represents the time and position where the two cars are at the same place, i.e., they pass each other.

Answer:

Car A and Car B are moving in opposite directions. Car A is moving faster than Car B. Car A and Car B pass each other at the crossover point on the graph.