Jill stetsonbocker is pricing a work truck that has a base price of $27,520, with options totaling $4,630 and a destination charge of $925. the dealer's cost is 91.5% of the base price and 88% of the options. a. what is the sticker price of the vehicle? b. what is the estimated dealer's cost? c. what will she pay if she can buy the vehicle for $200 less than the dealer's cost?

(a). $33075

(b). $30180.20

(c). $29980.20

Step-by-step explanation:

(a). Sticker price = Base price + Options + Destination charge

                           = 27520 + 4630 + 925

                          = $33075

(b). Dealer's Price = 91.5% of base price + 88% of options + Destination Charge

                             = 91.5% of 27520 + 88% of 4630 + 925

                             = 25180.80 + 4074.40 + 925

                             = $30,180.20

(c). If she pays $200 less on vehicle than dealer's cost then total amount paid by her = 25180.80 + 4074.40 + (925-200)

                  = $29980.20

both graphs increase on their domain

neither graph has a y-intercept

step-by-step explanation:

the following points can be visualized easily from the graph