A scouting troop from Georgetown is organizing a crab feed to raise money for camp. They need to make at least $900 to cover the costs of the camp. Tickets for the crab dinner sell for $27 apiece. Those people who don't like crab can purchase the vegetarian dinner ticket for $23 each.Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.x= the number of crab dinners soldy= the number of alternative dinners soldChoices:(A) 27x+23y≤900(B) 27x+23y≥900(C) 23x+27y≤900(D) 23x+27y≥900
Q. A scouting troop from Georgetown is organizing a crab feed to raise money for camp. They need to make at least $900 to cover the costs of the camp. Tickets for the crab dinner sell for $27 apiece. Those people who don't like crab can purchase the vegetarian dinner ticket for $23 each.Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.x= the number of crab dinners soldy= the number of alternative dinners soldChoices:(A) 27x+23y≤900(B) 27x+23y≥900(C) 23x+27y≤900(D) 23x+27y≥900
Calculate Revenue from Crab Dinner: Determine the revenue from selling one crab dinner ticket.Revenue from one crab dinner ticket: $27Number of crab dinner tickets sold: xTotal revenue from crab dinner tickets: 27×x=27x
Calculate Revenue from Vegetarian Dinner: Determine the revenue from selling one vegetarian dinner ticket.Revenue from one vegetarian dinner ticket: $23Number of vegetarian dinner tickets sold: yTotal revenue from vegetarian dinner tickets: 23×y=23y
Combine Total Revenue: Combine the revenue from both crab and vegetarian dinner tickets to form an expression for total revenue.Total revenue from crab dinner tickets: 27xTotal revenue from vegetarian dinner tickets: 23yTotal revenue from all tickets: 27x+23y
Formulate Inequality: Formulate the inequality based on the requirement that the scouting troop needs to raise at least $900. The total revenue must be at least $900. Inequality: 27x+23y≥900
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