put the following items in order from most expensive to least expensive.\n| item | base price | change |…

put the following items in order from most expensive to least expensive.\n| item | base price | change | direction |\n|--|--|--|--|\n| toaster | $23.35 | 36% | markup |\n| dvd | $20.36 | 66% | markup |\n| headphones | $69.09 | 56% | markdown |\n| jeans | $55.08 | 41% | markdown |\na. headphones, jeans, toaster, dvd\nb. headphones, dvd, toaster, jeans\nc. dvd, toaster, headphones, jeans\nd. dvd, jeans, toaster, headphones

put the following items in order from most expensive to least expensive.\n| item | base price | change | direction |\n|--|--|--|--|\n| toaster | $23.35 | 36% | markup |\n| dvd | $20.36 | 66% | markup |\n| headphones | $69.09 | 56% | markdown |\n| jeans | $55.08 | 41% | markdown |\na. headphones, jeans, toaster, dvd\nb. headphones, dvd, toaster, jeans\nc. dvd, toaster, headphones, jeans\nd. dvd, jeans, toaster, headphones

Answer

Explanation:

Step1: Calculate toaster's new price

A markup of 36% means the new - price is $(1 + 0.36)$ times the base price. So the toaster's new price is $23.35\times(1 + 0.36)=23.35\times1.36 = 31.756\approx31.76$.

Step2: Calculate DVD's new price

A 66% markup means the new - price is $(1 + 0.66)$ times the base price. So the DVD's new price is $20.36\times(1 + 0.66)=20.36\times1.66 = 33.7976\approx33.80$.

Step3: Calculate headphones' new price

A 56% markdown means the new - price is $(1 - 0.56)$ times the base price. So the headphones' new price is $69.09\times(1 - 0.56)=69.09\times0.44 = 30.3996\approx30.40$.

Step4: Calculate jeans' new price

A 41% markdown means the new - price is $(1 - 0.41)$ times the base price. So the jeans' new price is $55.08\times(1 - 0.41)=55.08\times0.59 = 32.4972\approx32.50$.

Step5: Order the items

Comparing the new prices: $33.80$ (DVD) $>32.50$ (jeans) $>31.76$ (toaster) $>30.40$ (headphones).

Answer:

d. DVD, jeans, toaster, headphones