From 0 to 5 sec., this is correct. After five seconds, it is incorrect.Kerrie yu said:
Yes, but you would have to restart the application of the equation after the first 5 seconds, so d in the equation would be the distance relative to the location after 5 seconds, and t in the equation would be 0 at the running time of 5 seconds.Kerrie yu said:
To graph velocity when there is a change in acceleration, you will need to plot the velocity on the y-axis and time on the x-axis. Then, use the slope or steepness of the line to represent the acceleration. A steeper line indicates a greater change in velocity over time, while a flatter line indicates a smaller change in velocity over time.
Yes, you can use the same method to graph acceleration. However, instead of plotting velocity on the y-axis, you will plot acceleration. The slope of the line will still represent the change in acceleration over time.
If the acceleration is changing at a non-constant rate, the graph will not be a straight line. Instead, it will be a curved line, with the slope changing at different points. To accurately graph this type of motion, you can break it down into smaller sections and plot the velocity and acceleration for each section separately.
A change in acceleration will affect the velocity graph by changing the slope of the line. If the acceleration increases, the slope will become steeper, indicating a greater change in velocity over time. If the acceleration decreases, the slope will become flatter, indicating a smaller change in velocity over time. If the acceleration is constant, the line will be a straight diagonal line.
Yes, you can use a graph to determine the velocity and acceleration at a specific time. To do this, you can use the slope of the line at that specific point. The slope represents the change in velocity over time, so you can use it to calculate the acceleration. You can also determine the velocity by finding the y-coordinate of the point on the graph at that specific time.
