Question

NEED HELP ASAP!!!

Paula Demaline is looking at a new sedan that has a base price
of $37,580, options totaling $2,365, and a destination charge of $680.
The dealer's cost is 91.5% of the base price and 89.5% of the options price.

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 $25 less
than the dealer's cost?

Answer 1

She will pay 4 less because the additional multilpoicatiok will 412 more hours than she is

Answer 2

a. To calculate the sticker price of the vehicle, we need to add up the base price, options price, and destination charge. The sticker price is therefore $37,580 + $2,365 + $680 = $40,625.

b. To calculate the dealer's cost, we first need to calculate the cost of the base price and the options price. The cost of the base price is $37,580 x 91.5% = $34,299. The cost of the options is $2,365 x 89.5% = $2,103. The total dealer cost is therefore $34,299 + $2,103 + $680 = $37,082.

c. If Paula can buy the vehicle for $25 less than the dealer's cost, she will pay a total of $37,082 - $25 = $37,057.

Explanation: