A hockey team in Yardley has made it to the playoffs. In order to make a profit on the game, at least $19,000 must be made in sales of lower-level tickets, which cost $74, and luxury box seats, which cost $170. Select the inequality in standard form that describes this situation. Use the given numbers and the following variables. x= the number of lower-level tickets sold y= the number of luxury box tickets soldChoices:(A) 170x + 74y > 19,000(B) 74x+170y≥19,000(C) 170x+74y≥19,000(D) 74x + 170y > 19,000
Q. A hockey team in Yardley has made it to the playoffs. In order to make a profit on the game, at least $19,000 must be made in sales of lower-level tickets, which cost $74, and luxury box seats, which cost $170. Select the inequality in standard form that describes this situation. Use the given numbers and the following variables. x= the number of lower-level tickets sold y= the number of luxury box tickets soldChoices:(A) 170x+74y>19,000(B) 74x+170y≥19,000(C) 170x+74y≥19,000(D) 74x+170y>19,000
Calculate total sales: Calculate the total sales from lower-level tickets.Total sales from lower-level tickets = Price per lower-level ticket × Number of lower-level tickets sold= $74×x= 74x
Calculate luxury box sales: Calculate the total sales from luxury box tickets.Total sales from luxury box tickets = Price per luxury box ticket × Number of luxury box tickets sold= $170×y= 170y
Form inequality for total sales: Combine the total sales from both types of tickets to form an inequality.Total sales = Sales from lower-level tickets + Sales from luxury box tickets= 74x+170yThe team needs to make at least $19,000, so the inequality is:74x+170y≥19,000
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