A laundry service is buying detergent and fabric softener from its supplier. The supplier will deliver no more than 300 pounds in a shipment. Each container of detergent weighs 7.35 pounds, and each container of fabric softener weighs 6.2 pounds. The service wants to buy at least twice as many containers of detergent as containers of fabric softener. Let d represent the number of containers of detergent, and let s represent the number of containers of fabric softener, where d and s are nonnegative integers. Which of the following systems of inequalities best represents this situation?

Options

A. `7.35d+6.2s le 300`
`d ge 2s`
B. `7.35d+6.2s le 300`
`2d gt s`
C. `14.7d+6.2s le 300`
`d ge 2s`
D. `14.7+6.2s le 300`
`2d ge s`

Explanation

To solve the problem, we need to set up a system of inequalities based on the information provided. Let's break it down step by step.

### Step 1: Define the Variables
Let:
- \( d \) = number of containers of detergent
- \( s \) = number of containers of fabric softener