An event planner, is ordering centerpieces and garlands for a holiday party. Each garland costs $36 and each centerpiece costs $10. The planner has been given a total floral budget of no more than $650.Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.x= the number of garlands orderedy= the number of centerpieces orderedChoices:(A) 36x + 10y < 650(B) 36x+10y≤650(C) 10x + 36y < 650(D) 10x+36y≤650
Q. An event planner, is ordering centerpieces and garlands for a holiday party. Each garland costs $36 and each centerpiece costs $10. The planner has been given a total floral budget of no more than $650.Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.x= the number of garlands orderedy= the number of centerpieces orderedChoices:(A) 36x+10y<650(B) 36x+10y≤650(C) 10x+36y<650(D) 10x+36y≤650
Determine Cost Variables: Determine the cost per item and the variables associated with them.Cost of each garland: $36Number of garlands ordered: xCost of each centerpiece: $10Number of centerpieces ordered: y
Calculate Garland Cost: Calculate the total cost for the garlands.Total cost for garlands = Cost of each garland × Number of garlands= 36×x= 36x
Calculate Centerpiece Cost: Calculate the total cost for the centerpieces.Total cost for centerpieces = Cost of each centerpiece × Number of centerpieces=10×y=10y
Combine Total Costs: Combine the total costs to form an expression for the total floral budget.Total floral budget = Total cost for garlands + Total cost for centerpieces= 36x+10y
Budget Inequality: The event planner has a budget of no more than \$\(650\). This means the total cost must be less than or equal to \$\(650\).\(\newline\)Inequality: \(36x + 10y \leq 650\)
More problems from Write a linear inequality: word problems