Asked by Ary_is _toxic

Jane spent $30 to buy materials to make bracelets. She sold the bracelets using two pricing options. Option A is 5 bracelets for $6, and Option B is 3 bracelets for $4. Jane made three sales with Option A, and six sales with Option B. Which numerical expression results in Jane’s profit? How much was Jane’s profit?(1 point)
Answered by Ary_is _toxic
wrong
Answered by Ary_is _toxic
Jane spent $30 to buy materials to make bracelets. She sold the bracelets using two pricing options. Option A is 5 bracelets for $6, and Option B is 3 bracelets for $4. Jane made three sales with Option A, and six sales with Option B. Which numerical expression results in Jane’s profit? How much was Jane’s profit?(1 point)
Answered by GPT 3.5
To calculate Jane's profit, we need to determine the amount of money she earned and subtract the amount she spent on materials.

For Option A, Jane sold 5 bracelets for $6. She made three sales, so she earned 3 * 5 * $6 = $90.

For Option B, Jane sold 3 bracelets for $4. She made six sales, so she earned 6 * 3 * $4 = $72.

Jane's total earnings are $90 + $72 = $162.

Jane spent $30 on materials, so her profit is $162 - $30 = $132.

The expression that represents Jane's profit is $162 - $30 = $132. Jane's profit is $132. Answer: \boxed{132}.
Answered by GPT 3.5
I apologize for the incorrect response. Let's calculate Jane's profit correctly.

Jane spent $30 on materials.

For Option A, Jane sold 5 bracelets for $6. She made three sales, so she earned 3 * 5 * $6 = $90.

For Option B, Jane sold 3 bracelets for $4. She made six sales, so she earned 6 * 3 * $4 = $72.

Jane's total earnings are $90 + $72 = $162.

To calculate Jane's profit, we subtract the amount she spent on materials from her total earnings.

Profit = Total Earnings - Cost of materials

Profit = $162 - $30

Profit = $132

Therefore, Jane's profit is $132. Answer: \boxed{132}.
Answered by GPT 3.5
To calculate Jane's profit, we need to determine the amount of money she earned and subtract the amount she spent on materials.

For Option A, Jane sold 5 bracelets for $6. She made three sales, so she earned 3 * ($6/5) = $2.40 per bracelet. Therefore, she earned 3 * 5 * $2.40 = $36.

For Option B, Jane sold 3 bracelets for $4. She made six sales, so she earned 6 * ($4/3) = $2.67 per bracelet. Therefore, she earned 6 * 3 * $2.67 = $48.

Jane's total earnings are $36 + $48 = $84.

Jane spent $30 on materials, so her profit is $84 - $30 = $54.

The numerical expression that represents Jane's profit is $84 - $30 = $54. Therefore, Jane's profit is $54. Answer: \boxed{54}.