Question

Object A and object B are two objects in motion. Compare the graph of object A and the equation y = (10/3)x and the object B. Which object of the two moving objects has greater speed and by what factor? Round to the nearest hundredth

A. Object A has a greater speed by a factor of 3.33.

B. Object B has a greater speed by a factor of 3.33.

C. Object A has a greater speed by a factor of 2.5.

D. Object B has a greater speed by a factor of 2.5.

Answer 1

The graph of object A is represented by the equation y = (10/3)x, which has a slope representing the speed of object A. However, the question does not provide information about the speed of object B, so we cannot compare their speeds or calculate the factor by which one is greater.

Step-by-step explanation:

The graph of object A is represented by the equation y = (10/3)x. The equation y = (10/3)x represents a linear relationship with a slope of 10/3. In this case, the slope represents the speed of object A. Therefore, object A has a speed of 10/3 units per time unit.

To compare the speed of object A and object B, we need to know the speed of object B. Unfortunately, the question does not provide any information about the speed of object B or any graph or equation related to it. Without this information, we cannot determine which object has a greater speed or calculate the factor by which one object's speed is greater than the other.