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

put the following items in order from most expensive to least expensive.\nitem base price change direction\ntoaster $23.35 36% markup\ndvd $20.36 66% markup\nheadphones $69.09 56% markdown\njeans $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.\nitem base price change direction\ntoaster $23.35 36% markup\ndvd $20.36 66% markup\nheadphones $69.09 56% markdown\njeans $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

The formula for markup is $New\ Price = Base\ Price\times(1 + \text{Markup}%)$. For the toaster, with a base - price of $$23.35$ and a $36%$ markup, the new price is $23.35\times(1 + 0.36)=23.35\times1.36=$31.756$.

Step2: Calculate DVD's new price

For the DVD, with a base - price of $$20.36$ and a $66%$ markup, the new price is $20.36\times(1 + 0.66)=20.36\times1.66=$33.7976$.

Step3: Calculate headphones' new price

The formula for markdown is $New\ Price=Base\ Price\times(1 - \text{Markdown}%)$. For the headphones, with a base - price of $$69.09$ and a $56%$ markdown, the new price is $69.09\times(1 - 0.56)=69.09\times0.44=$30.3996$.

Step4: Calculate jeans' new price

For the jeans, with a base - price of $$55.08$ and a $41%$ markdown, the new price is $55.08\times(1 - 0.41)=55.08\times0.59=$32.4972$.

Step5: Order the items

Comparing the new prices: $33.7976>32.4972>31.756>30.3996$. So the order from most expensive to least expensive is DVD, jeans, toaster, headphones.

Answer:

d. DVD, jeans, toaster, headphones