QUESTION IMAGE
Question
a ride on the roller coaster costs 4 tickets while the boat ride only costs 3 tickets. michael went on the two rides a total of 10 times and spent a total of 37 tickets.
| ride tickets | times on the ride | tickets per ride | total tickets |
|---|---|---|---|
| boat ride | 10−r | 3 | 3(10−r) |
| total | 10 | 37 |
which equation is true?
- ( r(10 - r) = 10 )
- ( r + (10 - r) = 4 + 3 )
- ( 4r3(10 - r) = 37 )
- ( 4r + 3(10 - r) = 37 )
Step1: Analyze Roller Coaster Tickets
Roller coaster rides: \( r \) times, 4 tickets per ride. Total tickets: \( 4r \).
Step2: Analyze Boat Ride Tickets
Boat ride rides: \( 10 - r \) times, 3 tickets per ride. Total tickets: \( 3(10 - r) \).
Step3: Total Tickets Equation
Total tickets from both rides: \( 4r + 3(10 - r) \), which equals 37. So equation: \( 4r + 3(10 - r) = 37 \).
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\( 4r + 3(10 - r) = 37 \) (the last option)