Choose the best graph for the given situation. Copy the graph and label the axes with the variables give in parenthesis (the first variable goes on the y axis and the second variable on the x axis).

1.Karina walked from home to the library, did some homework, then walked back. (distance fom home/time
2. Katrina walked from home to the library, did some homework, then walked back. (speed/time)

Those are two same problems except the things in () are different. There are 3 graphs to choose from. Do I choose 1 graph to represent both problems or 2 separate graphs? And Where Would I put the words in () if there are separate ones

For the given situations, you would need to choose two separate graphs since the variables in parentheses are different.

1. For the first situation, where the variables are "distance from home" and "time," you would need a graph with the distance from home on the y-axis and time on the x-axis. This type of graph is called a distance-time graph. The y-axis represents the dependent variable (distance from home) and the x-axis represents the independent variable (time).

2. For the second situation, where the variables are "speed" and "time," you would need a graph with speed on the y-axis and time on the x-axis. This type of graph is called a speed-time graph. The y-axis represents the dependent variable (speed) and the x-axis represents the independent variable (time).

To label the axes with the variables given in parentheses, you would write "Distance from Home" or "Distance (m)" on the y-axis (vertical axis) for the first scenario. For the x-axis (horizontal axis), you would label it as "Time" or "Time (minutes)."

Similarly, for the second scenario, you would label the y-axis as "Speed" or "Speed (m/s)" and the x-axis as "Time" or "Time (minutes)."

Remember to include proper units for each variable to provide accurate information on the graph.