Question

Suppose the travel time between two major cities A and B by air is 6 or 7 hr if the flight is nonstop; however, if there is one stop, the travel time would be 9, 10, or 11 hr. A nonstop flight between A and B would cost $1200, whereas with one stop the cost is only $550. Then between cities B and C, all flights are nonstop requiring 2 or 3 hours at a cost of $300.

The sample space of his travel times from A to C to be [8,9,10,11,12,13,14] and the sample space of his travel cost from A to C to be [850,1500].

Required:
If T=travel time from city A to city C, and S=cost of travel from A to C, what is the sample space of T and S?

Answer 1

Using it's concept, it is found that the sample space of T and S is:

{{8, [850-1500]}, {9, [850-1500]}, {10, [850-1500]}, {11, [850-1500]}, {12, [850-1500]}, {13, [850-1500]}, {14, [850-1500]}}

What is the sample space of an experiment?

The sample space is the set that contains all possible outcomes for an experiment.

In this problem:

• The sample space of T is: [8,9,10,11,12,13,14]

• The sample space of S is: [850,1500].

Considering that for each time, the cost will be between $850 and $1500, the sample space for T and S is:

{{8, [850-1500]}, {9, [850-1500]}, {10, [850-1500]}, {11, [850-1500]}, {12, [850-1500]}, {13, [850-1500]}, {14, [850-1500]}}

You can learn more about sample space at https://brainly.com/question/25861936