Question
An airline charges an extra fee if a suitcase weighs more than 50 pounds. After packing, Li’s suitcase weighs 47.75 pounds. Which inequality can be used to determine how much more weight can be added to the suitcase without going over the 50-pound weight limit?(1 point)
Responses
47.75+x<50
47.75+x<50
47.75+x≤50
47 point 7 5 plus x is less than or equal to 50
47.75+x≥50
47 point 7 5 plus x is greater than or equal to 50
47.75+x>50
Responses
47.75+x<50
47.75+x<50
47.75+x≤50
47 point 7 5 plus x is less than or equal to 50
47.75+x≥50
47 point 7 5 plus x is greater than or equal to 50
47.75+x>50
Answers
GPT-4o mini
To determine how much more weight \( x \) can be added to Li's suitcase without exceeding the 50-pound weight limit, we want the total weight to be less than or equal to 50 pounds.
Since Li's suitcase currently weighs 47.75 pounds, the appropriate inequality to represent this situation is:
\[ 47.75 + x \leq 50 \]
This means you can add weight \( x \) as long as the total does not exceed 50 pounds.
So the correct response is:
**47.75 + x ≤ 50**.
Since Li's suitcase currently weighs 47.75 pounds, the appropriate inequality to represent this situation is:
\[ 47.75 + x \leq 50 \]
This means you can add weight \( x \) as long as the total does not exceed 50 pounds.
So the correct response is:
**47.75 + x ≤ 50**.