Question

James 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 three races for $4 Jane made three sales with option A and six cells with option B which numerical expression results in Jane profit How much was Jane profit A (3 • 6 + 6 • 4) + 30 Jane profit was $72 B (3 • 6 + 6 • 4) -30 Jane profit was $12 C (3 • 6 • 5 + 6 • 4 • 3)-30 Jane Profit was 132 dollars D 30 - ( 3 • 6 + 6 • 4) Jay did not make any profit

Answer 1

To find Jane's profit, we first need to calculate her total revenue from selling the bracelets using both options A and B.

**Sales from Option A:**
- Jane sold 3 sales of 5 bracelets for $6 each:
- Revenue from Option A = 3 sales × $6 = $18

**Sales from Option B:**
- Jane sold 6 sales of 3 bracelets for $4 each:
- Revenue from Option B = 6 sales × $4 = $24

**Total Revenue:**
- Total Revenue = Revenue from Option A + Revenue from Option B
- Total Revenue = $18 + $24 = $42

**Costs:**
- Jane spent $30 to buy materials.

**Profit Calculation:**
- Profit = Total Revenue - Costs
- Profit = $42 - $30 = $12

Thus, the numerical expression that results in Jane's profit would be:

\[
(3 \cdot 6 + 6 \cdot 4) - 30
\]

The correct option is **B**: (3 • 6 + 6 • 4) - 30; Jane's profit was $12.