Question

Easy Medal

Answer 1

A car dealership sells a car in a basic model (b) the fully-loaded model (f) for $20,000 and $25,000 respectively. During the month of June, the dealership sells 40 of these cars with sales totaling $880,000. How many of each model does the dealership sell?

Which system of equations matches the situation?


A. {b + f = 40
{25b + 20f = 880


B. {b + f = 880
{20b + 25f = 40


C. {b + f = 920
{20b + 25f = 880

D. {b + f = 40
{20b + 25f = 880

Answer 2

This question has bad grammar

Answer 3

@magepker728

Answer 4

how many cars did he sell total ?

Answer 5

40 right?

Answer 6

the dealership sells 40 of these cars

yes. so I would look for an equation that shows the number of "b" and "f" added together equals 40. which choices show that ?

Answer 7

can you find an equation that shows b and f added together that equals 40 ?

Answer 8

A and D

Answer 9

next, how much does a "b" cost ? (based on what they tell you )

Answer 10

$20,000?

Answer 11

flase advertising xc

Answer 12

yes. and if you sold 3 of them (for example) you would get 3*20000
or if you have "b" of them (b is some unknown number) you would get b*20000

it looks like they left off the 1000's (which is ok), so I would look for 20b as part of the equation. either A or D has to have that term.

Answer 13

sO D?

Answer 14

yes, and as a double check the other type costs 25 and they sell "f" of them
so
20 b + 25 f is how much they would get. and that equals 880

and that is what D says: 20b + 25f = 880