Answer:
D) Best Bikes will offer him best price saving $ 15.50 of him
Step-by-step explanation:
If Mr. Reed buys the bikes from Best Bikes it will give him
$ [tex]\frac{(525 - 50)\times 5}{100} + 50[/tex]
= $ 73.75 off each bike
So it will cost to him,
$ [tex]2 \times (525 - 73.75)[/tex]
= $ 902.5
If Mr. Reed buys the bikes from Fast Bikes it will give him
$ 100 less each bike
So it will cost to him,
$ [tex]2 \times (559 - 100)[/tex]
= $ 918
so, Best Bikes offer him best price and, he will save
$ (918 - 902.5)
=$ 15.5
by buying two bikes from there.
