Question

zoe is selling handmade jewelry to earn money for camp. bracelets sell for $4.70 and necklaces sell for $11.66, and she needs to make at least $660 in revenue to cover the cost of camp. write the inequality in standard form that describes this situation. use the given numbers and the following variables. x = the number of bracelets y = the number of necklaces

Explanation:

Step1: Calculate revenue from bracelets

The revenue from selling $x$ bracelets at $4.70$ dollars each is $4.70x$.

Step2: Calculate revenue from necklaces

The revenue from selling $y$ necklaces at $11.66$ dollars each is $11.66y$.

Step3: Set up the inequality

The total revenue from bracelets and necklaces should be at least $660$ dollars. So the inequality is $4.70x + 11.66y\geq660$.

Answer:

$4.70x + 11.66y\geq660$