Ines became the manager of an electronics store. She decided to provide customers with a great holiday deal. A customer will be able to purchase 3 big screen televisions at the following price, the first one at the full price of $750, the second one will be discounted 45% and the 3rd television discounted at 80%. If tax is 6% what is the the sales price for someone who purchases all three televisions(what they will pay for all three tv's with tax!)?
1st TV = 750
2nd TV = 750 * 0.55 = 412.50
3rd TV = 750 * 0.2 = 150
1.06(750 + 412.5 + 150) = $1,391.25
i got $192
192 for what?
for the problem
there were some ducks in the pond.28 ducks flew away.7 more arrived at the pond.now there are 43 ducks in the pond.how many ducks were in the pond to start
To find the sales price for someone who purchases all three televisions with tax, we need to calculate the price of each television after the discounts and then add the tax.
Let's break down the calculation:
1. Calculate the price of the first television:
- The first television is sold at the full price of $750.
2. Calculate the price of the second television after the 45% discount:
- Apply the 45% discount by multiplying $750 by 0.45: $750 * 0.45 = $337.50
- The price of the second television after the discount is $337.50.
3. Calculate the price of the third television after the 80% discount:
- Apply the 80% discount by multiplying $750 by 0.80: $750 * 0.80 = $600
- The price of the third television after the discount is $600.
4. Calculate the total price before tax:
- Add the prices of all three televisions: $750 + $337.50 + $600 = $1687.50
5. Calculate the sales price including tax:
- Apply the tax rate of 6% by multiplying $1687.50 by 0.06: $1687.50 * 0.06 = $101.25
- Add the tax to the total price before tax: $1687.50 + $101.25 = $1788.75
Therefore, the sales price for someone who purchases all three televisions with tax is $1788.75.