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Mary will rent a car for a day. The rental company offers two pricing options: Option A and Option B. For each pricing option, cost (in dollars) depends on miles driven, as shown below. 120+ Option A 101 90 Option B 80+ Cost (in dollars) 70 6 50 10 50 20 101 0 2 ou as is its ado 225 20 to 300 as its 400 Miles driven Х 5 ? (a) If Mary drives the rental car 250 miles, which option costs more? O Option A Option B How much more does it cost than the other option? s[] (b) For what number of miles driven do the two options cost the same? D If Mary drives less than this amount, which option costs less? O Option A O Option B​

Mary Will Rent A Car For A Day The Rental Company Offers Two Pricing Options Option A And Option B For Each Pricing Option Cost In Dollars Depends On Miles Driv class=

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If Mary drives 250 miles, option A is $10 more expensive than option B.

For 150 miles, both options cost the same, and if she drives less than this amount, option A costs less.

Mary wants to rent a car for a day and has 2 options: Option A and Option B. For each pricing option, the cost (in dollars) depends on miles driven, as shown in the graphic.

To know the most expensive option when Mary drives 250 miles, we need to locate the point of each plot for 250 miles and find the value of y (cost).

  • For Option A, the cost is $90.
  • For Option B, the cost is $80.

The difference between both options is

$90 - $80 = $10

If we want to know for what number of miles for which both options cost the same, we have to locate the intersection between both lines, which occurs at 150 miles.

If Mary drives less than 150 miles, option A (red plot) costs less.

If Mary drives 250 miles, option A is $10 more expensive than option B.

For 150 miles, both options cost the same, and if she drives less than this amount, option A costs less.

Learn more about graphs' interpretation here: https://brainly.com/question/6837640

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