FAN AND MEDAL A company dyes two sizes of rugs. A small rug requires 4 hours for dyeing and a medium-size rug requires 6 hours for dyeing. The dyers have to make at least 20 rugs, and they must do it in less than 120 hours. Let x equal small rugs and y equal medium rugs. Which of the following inequalities can be paired with x + y ≥ 20 to create a system that represents this situation?

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FAN AND MEDAL A company dyes two sizes of rugs. A small rug requires 4 hours for dyeing and a medium-size rug requires 6 hours for dyeing. The dyers have to make at least 20 rugs, and they must do it in less than 120 hours. Let x equal small rugs and y equal medium rugs. Which of the following inequalities can be paired with x + y ≥ 20 to create a system that represents this situation?

Mathematics
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Other answers:

please help me
use S instead of 5 multiply a number times a letter is easy. you just write down 2*S (or in algebra where we leave out the multiply sign) : 2S
6x + 4y < 120 4x + 6y < 120 6x + 4y > 120 4x + 6y > 120 @JOHN__22
okay.
you have this right
A company makes rugs in two sizes. A small size rug requires 2 hours for dyeing and 4 hours for knotting. A medium size rug requires 3 hours for dyeing and 6 hours for knotting. The company's dyeing unit cannot work for more than 40 hours in a week, and the knotting unit cannot work for more than 50 hours in week. Let S represent the number of small size rugs that the company can manufacture in a week and M represent the number of medium size rugs that the company can manufacture in a week. Which of the following statements best explains whether the company will be able to make 12 small size rugs and 5 medium size rugs in a week? The company will not be able to make these numbers in a week because of the system restrictions of 2S + 3M ≤ 40 and 4S + 6M ≤ 50. The company will be able to make these numbers in a week because of the system restrictions of 2S + 4S ≤ 40 and 3M + 6M ≤ 50. The company will be able to make these numbers in a week because of the system restrictions of 4S + 3M ≤ 40 and 2S + 6M ≤ 50. The company will not be able to make these numbers in a week because of the system restrictions of 2S + 3S ≤ 40 and 4M + 6M ≤ 50.
which one would it be
The company will not be able to make these numbers in a week because of the system restrictions of 2S + 3M ≤ 40 and 4S + 6M ≤ 50.
:)
WAIT I DONT UNDERSTAND
this is the answer The company will not be able to make these numbers in a week because of the system restrictions of 2S + 3M ≤ 40 and 4S + 6M ≤ 50.
BUT THESE ARE THE ANSWERS 6x + 4y < 120 4x + 6y < 120 6x + 4y > 120 4x + 6y > 120
hmm
i have no clue :/

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