Emmi bought a package of stickers for $10.95. She received a 15% discount, and she paid a sales tax of 8%. How much did she pay for the stickers? ROUND TO THE NEAREST CENT.

Respuesta :

Answer:

Step-by-step explanation:

To find how much Emmi paid for the stickers we need to consider the and sales tax.

. Discount:

The is 15% $10.95 We calculate this by multiplying15% by $10.95:

Discount = 0. * $10.95 = $1.6425

After the discount, the price becomes:

Price after discount = $10.95 - $1.6425 = $9.3075

2. Sales Tax:

The sales tax is 8% of the price after the discount. We calculate this by multiplying 8% by $9.3075:

Sales Tax = 0.08 * $9.3075 = $0.7446

Total amount paid:

Total amount = Price after discount + Sales Tax

Total amount = $9.3075 + $0.7446 = $10.0521

Rounded to the nearest cent, Emmi paid $10.05 for the stickers.

Answer:

Emmi paid approximately $10.05 for the stickers after rounding to the nearest cent

Step-by-step explanation:

To find out how much Emmi paid for the stickers after the discount and sales tax, we can follow these steps:

Calculate the discount amount.

Subtract the discount from the original price to find the discounted price.

Calculate the sales tax amount based on the discounted price.

Add the sales tax to the discounted price to find the final amount paid.

Let's go through each step:

Discount amount:

Discount = 15% of $10.95

= 0.15 * $10.95

≈ $1.64

Discounted price:

Discounted price = Original price - Discount

= $10.95 - $1.64

≈ $9.31

Sales tax amount:

Sales tax = 8% of $9.31

= 0.08 * $9.31

≈ $0.74

Final amount paid:

Final amount paid = Discounted price + Sales tax

= $9.31 + $0.74

≈ $10.05

So, Emmi paid approximately $10.05 for the stickers after rounding to the nearest cent