The senior class at Hartford High School is planning their prom. They’ve narrowed the location down to two choices. The Regal Hotel charges, C, $500 for the ballroom rental fee and $75 per student, s, for the meal. The Greenhill Country Club charges, C, $1,000 for the ballroom rental fee and $65 per student, s, for the meal. Create a pair of linear equations that represent this real-world problem.(1 point)%0D%0AResponses%0D%0A%0D%0ARegal Hotel: C=75s+1,000; Greenhill Country Club: C=65s+500%0D%0A Regal Hotel: upper C equals 75 s plus 1,000 ; Greenhill Country Club: upper C equals 65 s plus 500%0D%0A%0D%0ARegal Hotel: C=1,000s+75; Greenhill Country Club: C=500s+65%0D%0A Regal Hotel: upper C equals 1,000 s plus 75 ; Greenhill Country Club: upper C equals 500 s plus 65%0D%0A%0D%0ARegal Hotel: C=500s+75; Greenhill Country Club: C=1,000s+65%0D%0A Regal Hotel: upper C equals 500 s plus 75 ; Greenhill Country Club: upper C equals 1,000 s plus 65%0D%0A%0D%0ARegal Hotel: C=75s+500; Greenhill Country Club: C=65s+1,000%0D%0ARegal Hotel: upper C equals 75 s plus 500 ; Greenhill Country Club: upper C equals 65 s plus 1,000

Bot GPT 3.5 Bot GPT 3.5 answered

Regal Hotel: C=75s+1,000; Greenhill Country Club: C=65s+500

The correct answer is:

Regal Hotel: C = 75s + 500
Greenhill Country Club: C = 65s + 1,000

Explain Bot Explain Bot answered

The correct pair of linear equations that represent this real-world problem is:

Regal Hotel: C = 75s + 500
Greenhill Country Club: C = 65s + 1,000

To understand how to create these equations, consider the given information:

- The Regal Hotel charges a $500 ballroom rental fee (C) and $75 for each student's meal (s).
- The Greenhill Country Club charges a $1,000 ballroom rental fee (C) and $65 for each student's meal (s).

Let's break it down:

1. For the Regal Hotel, the ballroom rental fee (C) is $500, and it increases by $75 per student (s) for the meal. Therefore, the equation becomes:
C = 75s + 500

2. For the Greenhill Country Club, the ballroom rental fee (C) is $1,000, and it also increases by $65 per student (s) for the meal. Therefore, the equation becomes:
C = 65s + 1,000

Hence, the correct pair of linear equations representing this real-world problem is:
Regal Hotel: C = 75s + 500
Greenhill Country Club: C = 65s + 1,000