Loren creates a graph to show his distance from home on a school day from time he wakes up to the time he goes to sleep.
Approximately how long does it take Loren to get ready in the morning?
Between which interval is the function increasing?
Between which interval is the function constant? What does this mean in the context of the situation?
Unfortunately, the graph provided by Loren is not available, so it is not possible to determine the specifics of his distance from home throughout the day. However, based on the information given, we can still answer the two questions posed:
1. The approximate length of time it takes Loren to get ready in the morning cannot be determined without further information. This would depend on Loren's personal habits and routines.
2. The interval in which the function is increasing can also not be determined without the graph. However, in general, if the graph shows an increasing trend, it means that Loren's distance from home is gradually increasing over time.
3. If there is an interval on the graph where the function is constant, it would mean that Loren is staying at a constant distance from home during that period. This could indicate that he is spending that time at home or in a location very close to home.