Question

Lebanon decides to see how fast he could coast on his skateboard between his house and his friends George Charles George has 150 meters down the street from his house Lebanon and George marked the street with chalk and equal sections George recorded the time for Lebanon to complete each section of the trip their results are shown in the graph below

Answer 1

The graph shows how long it took Lebanon to complete each section of his skateboard trip. To find out how fast he was going, we can calculate the speed for each section by dividing the distance traveled by the time taken. Then we can compare the speeds to see which section was the fastest. Sorry for the confusion caused by my previous message.

Step-by-step explanation:

The given scenario is about Lebanon trying to see how fast he can coast on his skateboard between his house and his friend George's house. To measure his speed, Lebanon and George marked the street with chalk in equal sections. George recorded the time it took for Lebanon to complete each section of the trip.

The graph provided in the question represents the time it took Lebanon to complete each section. The x-axis of the graph represents the sections of the street marked with chalk, while the y-axis represents the time in seconds. Each point on the graph shows the time it took Lebanon to complete a specific section.

To determine how fast Lebanon was able to coast on his skateboard, we need to analyze the graph. The slope of the graph represents the rate at which Lebanon was able to travel. In this case, it represents the speed of Lebanon on his skateboard.

By examining the graph, we can see that the slope is steeper in some sections and less steep in others. This indicates that Lebanon was able to go faster in the steeper sections and slower in the less steep sections.

To calculate the speed, we can divide the distance traveled in each section by the time taken. However, the distances traveled in each section are not given in the question. Therefore, we cannot directly calculate the speed for each section.

However, we can compare the speeds indirectly by looking at the graph. By comparing the slopes of the graph in each section, we can get an idea of the relative speeds. The steeper the slope, the faster Lebanon was able to coast in that section.

In summary, the graph shows the time it took Lebanon to complete each section of his trip on his skateboard. The slope of the graph represents the speed at which Lebanon was able to travel. By comparing the slopes in each section, we can determine the relative speeds and find out where Lebanon was able to go fastest.

Answer 2

Step-by-step explanation:

The graph shows the time it took Lebanon to complete each section of his trip on his skateboard. The x-axis represents the sections of the street that were marked with chalk, and the y-axis represents the time in seconds. To determine how fast Lebanon could coast on his skateboard between his house and his friend George's house, we need to analyze the graph. First, let's look at the slope of the graph. The slope represents the rate at which Lebanon was able to travel. In this case, the slope of the graph represents the speed of Lebanon on his skateboard. By examining the graph, we can see that the slope is steeper in some sections and less steep in others. This indicates that Lebanon was able to go faster in the steeper sections and slower in the less steep sections. To calculate the speed, we can divide the distance traveled in each section by the time taken. We can then compare the speeds in each section to determine the fastest speed. For example, let's say in section 1, Lebanon traveled a distance of 30 meters and it took him 10 seconds. The speed in section 1 would be 30 meters / 10 seconds = 3 meters per second. Similarly, we can calculate the speed for each section using the given data. By comparing the speeds in each section, we can determine the fastest speed at which Lebanon was able to coast on his skateboard between his house and George's house