The local appliance store is offering 15% off an entire purchase of $2,000 or more; or 30% off a single

item of $1,000 or more. Use the prices listed above to determine which offer will save the most

money on these appliances?

The offer of 30% off a single item of $ 1000 or more will save most money on these appliances.

Step-by-step explanation:

Given as:

The purchase price = $ 2000

The offering discount = 15 %

Let The price of item after discount = x

So, x = ($ 2000) - ($ 2000 * 15 %)

Or, x = ($ 2000) - ($ 2000 * 0.15)

Or, x = ($ 2000) - ($ 300)

∴ x = $ 1700

Now, Again

The purchase price = $ 1000

The offering discount = 30 %

Let The price of item after discount = y

So, y = ($ 1000) - ($ 1000 * 30 %)

Or, y = ($ 1000) - ($ 1000 * 0.3)

Or, y = ($ 1000) - ($ 300)

∴ y = $ 700

Now, If we purchase two item at the cost price of $ 700 each, then it will cost as $ 700 * 2 = $ 1400

And for the same number of items at the cost price is $ 1700 after 15 % discount on list price of $ 2000, So the second offer will save most.

Hence The offer of 30% off a single item of $ 1000 or more will save most money on these appliances. Answer