Pregunta
A jewelry store had 60 necklaces. They sold \( \frac{3}{5} \) of them for \( \$ 459 \) each and the rest for \( \$ 295 \) each. How much did they receive from the sales?
Ask by Newton Mathis. in the United States
Feb 28,2025
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The jewelry store received a total of $23,604 from the sales.
Solución
First, determine how many necklaces were sold at each price:
Number sold at $459 each = (3/5) × 60 = 36 necklaces
Remaining necklaces sold at $295 each = 60 - 36 = 24 necklaces
Next, calculate the revenue from each sale:
Revenue from $459 necklaces = 36 × $459 = $16,524
Revenue from $295 necklaces = 24 × $295 = $7,080
Add the two amounts to find the total revenue:
Total revenue = $16,524 + $7,080 = $23,604
Thus, the jewelry store received $23,604 from the sales.
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Simplifique esta solución Beyond the Answer
The store sold \( \frac{3}{5} \) of the 60 necklaces, which is \( 60 \times \frac{3}{5} = 36 \) necklaces. They sold these for \( \$ 459 \) each, so the total from these sales is \( 36 \times 459 = \$ 16,524 \). The remaining necklaces are \( 60 - 36 = 24 \), which were sold for \( \$ 295 \) each. The total from these sales is \( 24 \times 295 = \$ 7,080 \). Now, adding both amounts together gives us the total sales received: \(\$ 16,524 + \$ 7,080 = \$ 23,604\). So, they received a total of **\$ 23,604** from the sales.
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