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Marcie is going on a skiing vacation and is comparing the prices at two resorts, Alpine Fliers and Bob's Ski Bums.

Alpine Fliers do not have an admission fee, but charge $5 per hour to rent skis.

The graph below represent's the cost of skiing at Bob's Ski Bums.

Which statements are true about this situation?

Marcie is going on a skiing vacation and is comparing the prices at two resorts Alpine Fliers and Bobs Ski Bums Alpine Fliers do not have an admission fee but c class=

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B. cost to ski per hour is more for Alpine, slope = 5$/hr. Slope for Bob's is 2.50$/hr. rate of increase is greater for Alpine.

E. Bob's has initial 10$ fee. Alpine is 0$ initial fee

Answer:

Option B and Option E.

Step-by-step explanation:

Marcie is going on a skiing vacation and comparing the prices at two resort.

Alpine Fliers do not have an admission fee, but charge $5per hour to rent skis.

While graph represents the cost of skiing at Bob's Ski Bums.

Slope of the given line in the graph is representing charge per hour rent of Bob's Ski Bums.

Since line is passing through two points (0, 10) and (2, 15)

Slope of the line = [tex]\frac{15-10}{2-0}=\frac{5}{2}=2.5[/tex]

So charge per hour of Bob's Ski Bums = $2.5 per hour

The right statements are option B and option E.

B) As the number of hours increases, the total cost for Alpine Fliers will continue to increase faster than the total cost for Bob's Ski Bums.

E). The initial fee at Bob's Ski Fliers is higher than initial cost at Alpine Fliers.

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