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Is it possible that a guest might wait 200 minutes to ride the speed slides if there are 50 people in line in front of them? Explain. Yes, the wait time for the speed slides is longer than the wait time for other sides. Yes, the ordered pair (50, 200) is on the boundary line, and all the ordered pairs on a solid boundary line are solutions to the inequality. Yes, there are many ordered pairs with a value of that are in the shaded region. Yes, the ordered pair (50, 200) is in the shaded region of the graph.

User Jae
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Answer:

The correct answer is d. Yes, the ordered pair (50, 200) is in the shaded region of the graph.

Explanation:

To understand why this is the correct answer, we need to consider the context of the question. The question mentions a guest waiting 200 minutes to ride the speed slides when there are 50 people in line in front of them.

The graph mentioned in option d represents the relationship between the number of people in line and the corresponding wait time. If we plot the points (number of people, wait time) on the graph, the point (50, 200) falls within the shaded region.

The shaded region represents the possible combinations of the number of people in line and the corresponding wait time that satisfy the conditions given in the problem. In this case, it means that it is possible for a guest to wait 200 minutes when there are 50 people in line ahead of them.

Therefore, option d is the correct choice because the ordered pair (50, 200) is in the shaded region of the graph.

User Sean Vieira
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