Athena makes and sells bracelets. It costs her $8 to make a bracelet, and she sells them at a markup of 210%. Athena wants to have a sale, so she marks all of her bracelets 35% off the normal selling price. What will be the price of each bracelet during the sale?

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Answer:

during the sale, each bracelet will be priced at $16.12.

Step-by-step explanation:

To find the price of each bracelet during the sale, we need to follow a step-by-step process.

1. Calculate the markup price:

Athena sells the bracelets at a markup of 210%. This means she increases the cost of making each bracelet by 210% to determine the selling price.

Markup = 210% * $8 (cost to make a bracelet)

Markup = 2.1 * $8

Markup = $16.80

2. Determine the original selling price:

The original selling price is the cost to make the bracelet plus the markup price.

Original Selling Price = Cost to make a bracelet + Markup

Original Selling Price = $8 + $16.80

Original Selling Price = $24.80

3. Calculate the sale price:

Athena wants to have a sale and mark all the bracelets 35% off the normal selling price. This means she will reduce the original selling price by 35%.

Sale Price = Original Selling Price - (35% * Original Selling Price)

Sale Price = $24.80 - (0.35 * $24.80)

Sale Price = $24.80 - $8.68

Sale Price = $16.12

Therefore, during the sale, each bracelet will be priced at $16.12.

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