Krysta is selling handmade jewelry to earn money for camp. Bracelets sell for $5 and necklaces sell for $14, and she needs to make at least $380 in revenue to cover the cost of camp.Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.x= the number of braceletsy= the number of necklacesChoices:(A) 5x + 14y > 380(B) 14x+5y≥380(C) 14x + 5y > 380(D) 5x+14y≥380
Q. Krysta is selling handmade jewelry to earn money for camp. Bracelets sell for $5 and necklaces sell for $14, and she needs to make at least $380 in revenue to cover the cost of camp.Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.x= the number of braceletsy= the number of necklacesChoices:(A) 5x+14y>380(B) 14x+5y≥380(C) 14x+5y>380(D) 5x+14y≥380
Calculate Revenue: Determine the revenue from selling one bracelet and one necklace.Revenue from one bracelet: $5Revenue from one necklace: $14Krysta's goal is to make at least $380.
Define Variables: Define the variables for the number of bracelets and necklaces sold.Let x be the number of bracelets sold.Let y be the number of necklaces sold.
Write Inequality: Write the inequality that represents the total revenue from selling x bracelets and y necklaces.Total revenue from bracelets: 5xTotal revenue from necklaces: 14yTotal revenue must be at least $380.Inequality: 5x+14y≥380
Match to Choices: Match the inequality to the given choices.The correct inequality that matches the situation is (D) 5x+14y≥380.
More problems from Write a linear inequality: word problems