@jim_thompson5910
@mathmate
Hint: Think of position (y-axis) as distance. Imagine you're bouncing a ball against a wall. Say, y=0 is where your are, and y=4 is the wall. Try to describe the motion of the ball with respect to time.
The time it takes for the ball to reach 4 meters is 3 seconds.
@agent0smith
It moves away from its starting point at a constant speed for the first 2 seconds. What is it doing for the next second? Staying still? moving away or towards? For the final four seconds - is it moving towards or away from its starting point?
Idk which question you're answering. Be specific.
in the next second it is moving away from the starting point. in the final four seconds it's moving away from the starting point.
in the final four seconds it comes to original position.
Those are both incorrect. If the line is moving *upward*, then it is moving away from starting point If the line is moving *downward*, then it is moving toward the starting point If the line is moving *neither up or down*, then it is sitting still
positive slope = moving away negative slope = moving towards zero slope = sitting still
alright
So now using that, describe the graph.
It moves away from it's starting point at 2 seconds. In the next second, it moves toward the starting point. Lastly, in the final 4 seconds it moves towards the starting point.
Not quite. It moves away from it's starting point *for the first* 2 seconds. ***In the next second, it moves toward the starting point.*** No. What is the slope of that section of the graph? Lastly, in the final 4 seconds it moves towards the starting point.
it stays still
Good
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