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Bus Timetable Optimization: Worksheet 6 - Intermediate-Advanced Practice Bus Timetable Optimization INTERMEDIATE ADVANCED

Ready to master Bus Timetable Optimization? This timed practice ⚡ worksheet (6/10) presents 20 intermediate-advanced-level challenges. Focus area: speed building. Learn to solve bus timetable optimization tricks, handle bus timetable optimization shortcut methods, and perfect bus timetable optimization bank exam questions with our step-by-step solutions.

📝 Worksheet 6 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Intermediate Advanced level

What you'll learn in this worksheet:
Your progress through Bus Timetable Optimization
Worksheet 6 of 10 (55% complete)

Question 1

A bus route takes 39 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 39 × 2 = 78 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈78 ÷ 15⌉ = 6

Answer: 6 buses

Question 2

A bus route takes 50 minutes one-way. Peak frequency: 1 bus every 12 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 50 × 2 = 100 minutes
2. Headway: 12 minutes
3. Buses needed: ⌈100 ÷ 12⌉ = 9

Answer: 9 buses

Question 3

A bus route takes 55 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 55 × 2 = 110 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈110 ÷ 15⌉ = 8

Answer: 8 buses

Question 4

A bus route takes 60 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 60 × 2 = 120 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈120 ÷ 15⌉ = 9

Answer: 9 buses

Question 5

A bus route takes 49 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 49 × 2 = 98 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈98 ÷ 15⌉ = 7

Answer: 7 buses

Question 6

A bus route takes 40 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 40 × 2 = 80 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈80 ÷ 15⌉ = 6

Answer: 6 buses

Question 7

A bus route takes 32 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 32 × 2 = 64 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈64 ÷ 15⌉ = 5

Answer: 5 buses

Question 8

A bus route takes 41 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 41 × 2 = 82 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈82 ÷ 15⌉ = 6

Answer: 6 buses

Question 9

A bus route takes 46 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 46 × 2 = 92 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈92 ÷ 15⌉ = 7

Answer: 7 buses

Question 10

A bus route takes 32 minutes one-way. Peak frequency: 1 bus every 10 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 32 × 2 = 64 minutes
2. Headway: 10 minutes
3. Buses needed: ⌈64 ÷ 10⌉ = 7

Answer: 7 buses

Question 11

A bus route takes 36 minutes one-way. Peak frequency: 1 bus every 10 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 36 × 2 = 72 minutes
2. Headway: 10 minutes
3. Buses needed: ⌈72 ÷ 10⌉ = 8

Answer: 8 buses

Question 12

A bus route takes 36 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 36 × 2 = 72 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈72 ÷ 15⌉ = 5

Answer: 5 buses

Question 13

A bus route takes 32 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 32 × 2 = 64 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈64 ÷ 15⌉ = 5

Answer: 5 buses

Question 14

A bus route takes 40 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 40 × 2 = 80 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈80 ÷ 15⌉ = 6

Answer: 6 buses

Question 15

A bus route takes 39 minutes one-way. Peak frequency: 1 bus every 12 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 39 × 2 = 78 minutes
2. Headway: 12 minutes
3. Buses needed: ⌈78 ÷ 12⌉ = 7

Answer: 7 buses

Question 16

A bus route takes 37 minutes one-way. Peak frequency: 1 bus every 12 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 37 × 2 = 74 minutes
2. Headway: 12 minutes
3. Buses needed: ⌈74 ÷ 12⌉ = 7

Answer: 7 buses

Question 17

A bus route takes 49 minutes one-way. Peak frequency: 1 bus every 15 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 49 × 2 = 98 minutes
2. Headway: 15 minutes
3. Buses needed: ⌈98 ÷ 15⌉ = 7

Answer: 7 buses

Question 18

A bus route takes 32 minutes one-way. Peak frequency: 1 bus every 12 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 32 × 2 = 64 minutes
2. Headway: 12 minutes
3. Buses needed: ⌈64 ÷ 12⌉ = 6

Answer: 6 buses

Question 19

A bus route takes 50 minutes one-way. Peak frequency: 1 bus every 10 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 50 × 2 = 100 minutes
2. Headway: 10 minutes
3. Buses needed: ⌈100 ÷ 10⌉ = 11

Answer: 11 buses

Question 20

A bus route takes 50 minutes one-way. Peak frequency: 1 bus every 12 minutes. What is the minimum number of buses needed to maintain this frequency in both directions?
Step-by-step solution:

1. Round trip time: 50 × 2 = 100 minutes
2. Headway: 12 minutes
3. Buses needed: ⌈100 ÷ 12⌉ = 9

Answer: 9 buses
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