Question
The graph models how a farmer's profit from a strawberry crop depends on the number of days the farmer waits after the first strawberries ripen before harvesting the crop.
Select from the drop-down menu to interpret the increasing interval of the graph.
The profit increases from
Choose...
days after the first strawberries ripen.
A parabola graphed on a coordinate plane entitled Profit from strawberry crop. The horizontal axis is labeled Days waiting and ranges from 0 to 26 in increments of 2. The vertical axis is labeled Profit in Dollars and ranges from 0 to 6500 in increments of 500. The vertex is located at begin ordered pair 8 comma 6000 end ordered pair. The parabola opens downward. It passes through begin ordered pair 0 comma 4500 end ordered pair and passes the horizontal axis through begin ordered pair 24 comma 0 end ordered pair.
Select from the drop-down menu to interpret the increasing interval of the graph.
The profit increases from
Choose...
days after the first strawberries ripen.
A parabola graphed on a coordinate plane entitled Profit from strawberry crop. The horizontal axis is labeled Days waiting and ranges from 0 to 26 in increments of 2. The vertical axis is labeled Profit in Dollars and ranges from 0 to 6500 in increments of 500. The vertex is located at begin ordered pair 8 comma 6000 end ordered pair. The parabola opens downward. It passes through begin ordered pair 0 comma 4500 end ordered pair and passes the horizontal axis through begin ordered pair 24 comma 0 end ordered pair.
Answers
GPT-4o mini
To interpret the increasing interval of the graph, we examine the vertex and the behavior of the parabola. Given that the graph represents a downward-opening parabola, the profit increases up to the vertex and then begins to decrease.
Since the vertex of the parabola is at the point (8, 6000), this indicates that the profit is at its maximum at 8 days of waiting.
The graph shows that the profit increases from the starting point until it reaches the vertex. The parabola passes through (0, 4500), indicating that the profit increases from this point until it reaches the vertex at (8, 6000).
Therefore, we can say that:
The profit increases from **0 days** after the first strawberries ripen.
Since the vertex of the parabola is at the point (8, 6000), this indicates that the profit is at its maximum at 8 days of waiting.
The graph shows that the profit increases from the starting point until it reaches the vertex. The parabola passes through (0, 4500), indicating that the profit increases from this point until it reaches the vertex at (8, 6000).
Therefore, we can say that:
The profit increases from **0 days** after the first strawberries ripen.