Questions: The 8th graders are selling chips and candy to collect money for their end-of-the year dance. They would like to raise at least 425. They estimate that they will sell at most 65 items a day. They will earn 0.50 for each bag of chips sold and 0.75 for each bag of candy sold. Let x represent the total bags of chips sold and y the total bags of candy. Write a system of linear inequalities to represent the number of days it will take to reach their goal. A. 0.50 x+0.75 y ≤ 425 x+y ≤ 65 B. 0.50 x+0.75 y<425 x+y<65 C. 0.50 x+0.75 y ≥ 425 x+y ≤ 65 D. 0.50 x+0.75 y>425 x+y ≤ 65

Transcript text: The 8th graders are selling chips and candy to collect money for their end-of-the year dance. They would like to raise at least $\$ 425$. They estimate that they will sell at most 65 items a day. They will earn $\$ 0.50$ for each bag of chips sold and $\$ 0.75$ for each bag of candy sold. Let x represent the total bags of chips sold and y the total bags of candy. Write a system of linear inequalities to represent the number of days it will take to reach their goal. \[ \begin{array}{l} \text { A. } 0.50 x+0.75 y \leq 425 \\ x+y \leq 65 \end{array} \] \[ \begin{array}{l} \text { B. } 0.50 x+0.75 y<425 \\ x+y<65 \end{array} \] \[ \begin{array}{l} \text { C. } 0.50 x+0.75 y \geq 425 \\ x+y \leq 65 \end{array} \] \[ \text { D. } 0.50 x+0.75 y>425 \] \[ x+y \leq 65 \]