Athena priced each of her art pieces at the same price and displayed them for sale in two different art shows. She made \( \$ 495.80 \) from the first art show and \( \$ 371.85 \) from the second show. It Athena sold 7 pieces of art, what price did each piece sell for? a. \( \$ 109.52 \) b. \( \$ 109.66 \) c. \( \$ 123.81 \) d. \( \$ 123.95 \) Please select the best answer from the choices provided A

To find the price of each art piece, you can use the total sales from each art show to determine the selling price. First, let's find the total revenue from both shows: \( \$ 495.80 + \$ 371.85 = \$ 867.65 \). Now, if Athena sold 7 pieces in total across both shows, you can divide the total revenue by the number of pieces sold: \( \$ 867.65 ÷ 7 ≈ \$ 123.95 \). So, the price of each art piece is \( \$ 123.95 \), which corresponds to option d. To ensure accurate calculations, keep an eye on decimal points and operations while summing up the amounts. It’s easy to misplace a decimal or mistype when manipulating figures, especially with multiple values. Double-checking your calculations can save you from a costly mistake!