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Transportation Schedule - Intermediate Level: tricky scenarios handling Transportation Schedule INTERMEDIATE

This expert challenge 📈 worksheet focuses on Transportation Schedule - a key topic in Scheduling. You'll solve 20 intermediate-level problems (Worksheet 5 of 10). The primary focus is on tricky scenarios handling. Master how to solve transportation schedule, transportation schedule tricks, and transportation schedule shortcut methods through systematic practice.

📝 Worksheet 5 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Intermediate level

What you'll learn in this worksheet:
Your progress through Transportation Schedule
Worksheet 5 of 10 (44% complete)

Question 1

A traveler needs to go from City A to City D. The transport schedule is: - T1: City A to City B, Departs 09:00, Arrives 11:32 AM - T2: City A to City C, Departs 09:00, Arrives 12:18 PM - T3: City B to City D, Departs 10:30, Arrives 1:15 PM - T4: City B to City C, Departs 14:00, Arrives 3:46 PM - T5: City C to City D, Departs 14:30, Arrives 4:08 PM - T6: City C to City B, Departs 15:30, Arrives 5:16 PM - T7: City E to City D, Departs 15:00, Arrives 5:42 PM - T8: City E to City B, Departs 14:30, Arrives 5:09 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City D?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City D:
- City A→City B -> City B→City D
- City A→City C -> City C→City D
- City A→City B -> City B→City C -> City C→City D

2. Best route found:
- T2: City A to City C (09:00 - 12:18 PM)
- Connection time: 132 minutes
- T5: City C to City D (14:30 - 4:08 PM)

Earliest arrival: 4:08 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 2

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 08:30, Arrives 10:50 AM - T2: City A to City C, Departs 07:30, Arrives 9:39 AM - T3: City B to City E, Departs 12:30, Arrives 2:30 PM - T4: City B to City C, Departs 15:00, Arrives 5:34 PM - T5: City C to City E, Departs 14:30, Arrives 4:28 PM - T6: City C to City B, Departs 14:00, Arrives 4:50 PM - T7: City D to City E, Departs 11:30, Arrives 1:14 PM - T8: City D to City B, Departs 10:30, Arrives 1:14 PM Minimum connection time is 60 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T1: City A to City B (08:30 - 10:50 AM)
- Connection time: 100 minutes
- T3: City B to City E (12:30 - 2:30 PM)

Earliest arrival: 2:30 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 3

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 06:30, Arrives 9:26 AM - T2: City A to City C, Departs 06:00, Arrives 8:40 AM - T3: City B to City E, Departs 11:30, Arrives 2:30 PM - T4: City B to City C, Departs 11:30, Arrives 2:26 PM - T5: City C to City E, Departs 15:00, Arrives 5:18 PM - T6: City C to City B, Departs 11:30, Arrives 1:30 PM - T7: City D to City E, Departs 11:00, Arrives 12:40 PM - T8: City D to City B, Departs 11:30, Arrives 1:23 PM Minimum connection time is 60 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T1: City A to City B (06:30 - 9:26 AM)
- Connection time: 124 minutes
- T3: City B to City E (11:30 - 2:30 PM)

Earliest arrival: 2:30 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 4

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 07:30, Arrives 10:24 AM - T2: City A to City C, Departs 08:30, Arrives 11:49 AM - T3: City B to City E, Departs 13:30, Arrives 3:30 PM - T4: City B to City C, Departs 16:00, Arrives 6:50 PM - T5: City C to City E, Departs 16:30, Arrives 7:26 PM - T6: City C to City B, Departs 13:00, Arrives 3:59 PM - T7: City D to City E, Departs 12:00, Arrives 2:03 PM - T8: City D to City B, Departs 14:00, Arrives 4:14 PM Minimum connection time is 60 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T1: City A to City B (07:30 - 10:24 AM)
- Connection time: 186 minutes
- T3: City B to City E (13:30 - 3:30 PM)

Earliest arrival: 3:30 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 5

A traveler needs to go from City A to City D. The transport schedule is: - T1: City A to City B, Departs 09:30, Arrives 11:31 AM - T2: City A to City C, Departs 10:30, Arrives 1:48 PM - T3: City B to City D, Departs 10:00, Arrives 11:40 AM - T4: City B to City C, Departs 15:00, Arrives 5:59 PM - T5: City C to City D, Departs 12:30, Arrives 3:30 PM - T6: City C to City B, Departs 15:00, Arrives 5:02 PM - T7: City E to City D, Departs 15:30, Arrives 5:44 PM - T8: City E to City B, Departs 12:30, Arrives 2:59 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City D?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City D:
- City A→City B -> City B→City D
- City A→City C -> City C→City D
- City A→City B -> City B→City C -> City C→City D

No feasible route found with 30 min connection requirement.

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 6

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 09:00, Arrives 12:44 PM - T2: City A to City C, Departs 06:00, Arrives 9:29 AM - T3: City B to City E, Departs 13:30, Arrives 3:34 PM - T4: City B to City C, Departs 15:30, Arrives 6:13 PM - T5: City C to City E, Departs 14:30, Arrives 5:28 PM - T6: City C to City B, Departs 14:00, Arrives 4:44 PM - T7: City D to City E, Departs 14:00, Arrives 4:09 PM - T8: City D to City B, Departs 12:30, Arrives 2:19 PM Minimum connection time is 45 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T1: City A to City B (09:00 - 12:44 PM)
- Connection time: 46 minutes
- T3: City B to City E (13:30 - 3:34 PM)

Earliest arrival: 3:34 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 7

A traveler needs to go from City A to City D. The transport schedule is: - T1: City A to City B, Departs 07:00, Arrives 10:49 AM - T2: City A to City C, Departs 10:30, Arrives 2:21 PM - T3: City B to City D, Departs 14:30, Arrives 4:45 PM - T4: City B to City C, Departs 10:30, Arrives 12:29 PM - T5: City C to City D, Departs 16:30, Arrives 7:07 PM - T6: City C to City B, Departs 10:30, Arrives 1:03 PM - T7: City E to City D, Departs 15:00, Arrives 4:53 PM - T8: City E to City B, Departs 10:30, Arrives 1:30 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City D?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City D:
- City A→City B -> City B→City D
- City A→City C -> City C→City D
- City A→City B -> City B→City C -> City C→City D

2. Best route found:
- T1: City A to City B (07:00 - 10:49 AM)
- Connection time: 221 minutes
- T3: City B to City D (14:30 - 4:45 PM)

Earliest arrival: 4:45 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 8

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 07:30, Arrives 10:34 AM - T2: City A to City C, Departs 10:00, Arrives 1:48 PM - T3: City B to City E, Departs 10:30, Arrives 12:15 PM - T4: City B to City C, Departs 12:00, Arrives 2:03 PM - T5: City C to City E, Departs 15:00, Arrives 5:46 PM - T6: City C to City B, Departs 15:30, Arrives 5:58 PM - T7: City D to City E, Departs 15:00, Arrives 4:54 PM - T8: City D to City B, Departs 10:30, Arrives 12:29 PM Minimum connection time is 60 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T2: City A to City C (10:00 - 1:48 PM)
- Connection time: 72 minutes
- T5: City C to City E (15:00 - 5:46 PM)

Earliest arrival: 5:46 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 9

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 07:30, Arrives 10:37 AM - T2: City A to City C, Departs 10:00, Arrives 12:40 PM - T3: City B to City E, Departs 12:30, Arrives 2:01 PM - T4: City B to City C, Departs 14:00, Arrives 4:25 PM - T5: City C to City E, Departs 13:00, Arrives 3:46 PM - T6: City C to City B, Departs 16:30, Arrives 7:05 PM - T7: City D to City E, Departs 12:00, Arrives 2:56 PM - T8: City D to City B, Departs 16:30, Arrives 6:37 PM Minimum connection time is 60 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T1: City A to City B (07:30 - 10:37 AM)
- Connection time: 113 minutes
- T3: City B to City E (12:30 - 2:01 PM)

Earliest arrival: 2:01 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 10

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 08:00, Arrives 11:13 AM - T2: City A to City C, Departs 10:30, Arrives 1:55 PM - T3: City B to City E, Departs 15:00, Arrives 5:34 PM - T4: City B to City C, Departs 10:30, Arrives 12:15 PM - T5: City C to City E, Departs 11:00, Arrives 1:27 PM - T6: City C to City B, Departs 15:30, Arrives 5:52 PM - T7: City D to City E, Departs 12:00, Arrives 2:04 PM - T8: City D to City B, Departs 10:30, Arrives 1:29 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T1: City A to City B (08:00 - 11:13 AM)
- Connection time: 227 minutes
- T3: City B to City E (15:00 - 5:34 PM)

Earliest arrival: 5:34 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 11

A traveler needs to go from City A to City D. The transport schedule is: - T1: City A to City B, Departs 10:30, Arrives 1:22 PM - T2: City A to City C, Departs 10:00, Arrives 1:55 PM - T3: City B to City D, Departs 13:30, Arrives 3:55 PM - T4: City B to City C, Departs 10:30, Arrives 12:31 PM - T5: City C to City D, Departs 11:30, Arrives 1:21 PM - T6: City C to City B, Departs 16:00, Arrives 5:33 PM - T7: City E to City D, Departs 13:00, Arrives 3:33 PM - T8: City E to City B, Departs 11:00, Arrives 1:29 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City D?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City D:
- City A→City B -> City B→City D
- City A→City C -> City C→City D
- City A→City B -> City B→City C -> City C→City D

No feasible route found with 30 min connection requirement.

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 12

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 08:00, Arrives 10:37 AM - T2: City A to City C, Departs 09:30, Arrives 12:30 PM - T3: City B to City E, Departs 13:00, Arrives 3:02 PM - T4: City B to City C, Departs 10:00, Arrives 12:30 PM - T5: City C to City E, Departs 13:30, Arrives 3:53 PM - T6: City C to City B, Departs 12:00, Arrives 1:57 PM - T7: City D to City E, Departs 11:30, Arrives 1:51 PM - T8: City D to City B, Departs 11:00, Arrives 1:05 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T1: City A to City B (08:00 - 10:37 AM)
- Connection time: 143 minutes
- T3: City B to City E (13:00 - 3:02 PM)

Earliest arrival: 3:02 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 13

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 07:30, Arrives 9:46 AM - T2: City A to City C, Departs 06:30, Arrives 9:34 AM - T3: City B to City E, Departs 12:30, Arrives 2:42 PM - T4: City B to City C, Departs 11:00, Arrives 1:45 PM - T5: City C to City E, Departs 11:30, Arrives 1:27 PM - T6: City C to City B, Departs 16:30, Arrives 6:35 PM - T7: City D to City E, Departs 14:30, Arrives 4:51 PM - T8: City D to City B, Departs 12:30, Arrives 3:25 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T2: City A to City C (06:30 - 9:34 AM)
- Connection time: 116 minutes
- T5: City C to City E (11:30 - 1:27 PM)

Earliest arrival: 1:27 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 14

A traveler needs to go from City A to City D. The transport schedule is: - T1: City A to City B, Departs 07:00, Arrives 9:09 AM - T2: City A to City C, Departs 10:30, Arrives 12:33 PM - T3: City B to City D, Departs 12:00, Arrives 1:44 PM - T4: City B to City C, Departs 11:30, Arrives 1:15 PM - T5: City C to City D, Departs 15:30, Arrives 6:28 PM - T6: City C to City B, Departs 15:30, Arrives 5:24 PM - T7: City E to City D, Departs 12:00, Arrives 2:00 PM - T8: City E to City B, Departs 13:00, Arrives 3:42 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City D?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City D:
- City A→City B -> City B→City D
- City A→City C -> City C→City D
- City A→City B -> City B→City C -> City C→City D

2. Best route found:
- T1: City A to City B (07:00 - 9:09 AM)
- Connection time: 171 minutes
- T3: City B to City D (12:00 - 1:44 PM)

Earliest arrival: 1:44 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 15

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 06:00, Arrives 10:00 AM - T2: City A to City C, Departs 06:00, Arrives 9:35 AM - T3: City B to City E, Departs 16:30, Arrives 7:18 PM - T4: City B to City C, Departs 14:00, Arrives 4:50 PM - T5: City C to City E, Departs 16:30, Arrives 6:10 PM - T6: City C to City B, Departs 15:00, Arrives 4:59 PM - T7: City D to City E, Departs 10:00, Arrives 12:15 PM - T8: City D to City B, Departs 12:30, Arrives 2:51 PM Minimum connection time is 30 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T2: City A to City C (06:00 - 9:35 AM)
- Connection time: 415 minutes
- T5: City C to City E (16:30 - 6:10 PM)

Earliest arrival: 6:10 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 16

A traveler needs to go from City A to City D. The transport schedule is: - T1: City A to City B, Departs 09:30, Arrives 12:34 PM - T2: City A to City C, Departs 06:30, Arrives 8:30 AM - T3: City B to City D, Departs 10:00, Arrives 11:32 AM - T4: City B to City C, Departs 14:00, Arrives 3:33 PM - T5: City C to City D, Departs 15:00, Arrives 4:51 PM - T6: City C to City B, Departs 15:30, Arrives 5:02 PM - T7: City E to City D, Departs 15:30, Arrives 6:18 PM - T8: City E to City B, Departs 15:00, Arrives 5:04 PM Minimum connection time is 45 minutes. What is the earliest arrival time at City D?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City D:
- City A→City B -> City B→City D
- City A→City C -> City C→City D
- City A→City B -> City B→City C -> City C→City D

2. Best route found:
- T2: City A to City C (06:30 - 8:30 AM)
- Connection time: 390 minutes
- T5: City C to City D (15:00 - 4:51 PM)

Earliest arrival: 4:51 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 17

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 07:30, Arrives 10:38 AM - T2: City A to City C, Departs 10:30, Arrives 2:19 PM - T3: City B to City E, Departs 13:30, Arrives 3:25 PM - T4: City B to City C, Departs 11:00, Arrives 1:09 PM - T5: City C to City E, Departs 13:30, Arrives 4:09 PM - T6: City C to City B, Departs 13:30, Arrives 4:26 PM - T7: City D to City E, Departs 13:00, Arrives 3:49 PM - T8: City D to City B, Departs 10:00, Arrives 12:05 PM Minimum connection time is 60 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T1: City A to City B (07:30 - 10:38 AM)
- Connection time: 172 minutes
- T3: City B to City E (13:30 - 3:25 PM)

Earliest arrival: 3:25 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 18

A traveler needs to go from City A to City D. The transport schedule is: - T1: City A to City B, Departs 07:30, Arrives 9:53 AM - T2: City A to City C, Departs 08:00, Arrives 11:47 AM - T3: City B to City D, Departs 12:30, Arrives 2:14 PM - T4: City B to City C, Departs 11:00, Arrives 1:22 PM - T5: City C to City D, Departs 15:00, Arrives 4:34 PM - T6: City C to City B, Departs 16:30, Arrives 7:23 PM - T7: City E to City D, Departs 15:00, Arrives 4:42 PM - T8: City E to City B, Departs 10:30, Arrives 12:40 PM Minimum connection time is 45 minutes. What is the earliest arrival time at City D?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City D:
- City A→City B -> City B→City D
- City A→City C -> City C→City D
- City A→City B -> City B→City C -> City C→City D

2. Best route found:
- T1: City A to City B (07:30 - 9:53 AM)
- Connection time: 157 minutes
- T3: City B to City D (12:30 - 2:14 PM)

Earliest arrival: 2:14 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 19

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 10:00, Arrives 1:59 PM - T2: City A to City C, Departs 09:00, Arrives 11:31 AM - T3: City B to City E, Departs 11:30, Arrives 1:15 PM - T4: City B to City C, Departs 14:00, Arrives 4:21 PM - T5: City C to City E, Departs 12:30, Arrives 3:21 PM - T6: City C to City B, Departs 13:00, Arrives 3:42 PM - T7: City D to City E, Departs 15:30, Arrives 6:19 PM - T8: City D to City B, Departs 10:00, Arrives 12:45 PM Minimum connection time is 60 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

No feasible route found with 60 min connection requirement.

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.

Question 20

A traveler needs to go from City A to City E. The transport schedule is: - T1: City A to City B, Departs 07:30, Arrives 11:02 AM - T2: City A to City C, Departs 07:30, Arrives 10:50 AM - T3: City B to City E, Departs 12:00, Arrives 2:03 PM - T4: City B to City C, Departs 10:00, Arrives 12:24 PM - T5: City C to City E, Departs 16:00, Arrives 6:50 PM - T6: City C to City B, Departs 11:00, Arrives 1:24 PM - T7: City D to City E, Departs 13:30, Arrives 3:32 PM - T8: City D to City B, Departs 16:00, Arrives 6:19 PM Minimum connection time is 60 minutes. What is the earliest arrival time at City E?
Step-by-step solution:

Network Path Analysis:
1. Identify all possible routes from City A to City E:
- City A→City B -> City B→City E
- City A→City C -> City C→City E
- City A→City B -> City B→City C -> City C→City E

2. Best route found:
- T2: City A to City C (07:30 - 10:50 AM)
- Connection time: 310 minutes
- T5: City C to City E (16:00 - 6:50 PM)

Earliest arrival: 6:50 PM

Key Strategy: Enumerate all possible routes, verify connection times meet minimum requirements.
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