so, there are two people in the band Twnety One Pilots and there is 1 person in the band, Panic! At the Disco, (they used to have 6). Both bands sell general tickets for $200 and VIP for $500. Donald decided to buy one general admissions concert ticket for Twenty One Pilts and two VIP for Panic! At the Disco. How much moneys worth of tickets did he purchase and how many members are in each band total?
Thanks so much! Im having a hard time solving this problem.
Work:
200+500+500=1200
I have trouble on the band members part. Thank you!
To find out how many members are in each band, we can start by looking at the given information. We know that currently there are 2 members in Twenty One Pilots and 1 member in Panic! At the Disco. However, you mentioned that Panic! At the Disco used to have 6 members. To clarify, let's consider the current number of members in each band.
Twenty One Pilots: 2 members
Panic! At the Disco: 1 member
Now, let's calculate the total amount Donald spent on tickets. You've correctly added up the ticket prices:
General admission for Twenty One Pilots: $200
VIP for Panic! At the Disco (2 tickets): $500 × 2 = $1000
Total amount spent: $200 + $1000 = $1200
Therefore, Donald spent a total of $1200 on tickets.