Based on the question given above for ravel routes, the answers are given below:
The Shortest Path is : A-C, C-Z
The Shortest possible time is = 143
The term route that is travelled is known to be the way be it an highway that one often takes when traveling or going towards a direction.
Using the table given (Image attached), to find te shortest path , the choices are
Choice 1 : A-B, B-E, E-Z ;
Choice 2 : A-C, C-Z ;
Choice 3 : A-B, B-D, D-Z
when you solve for Choice 1 : A-B, B-E, E-Z:
The Distance between A-B will be = T1 = 38
The Distance between B-E will be = T4 = 67
The Distance between E-Z will be= T7 = 64
Adding them together will give you: 38 + 67 + 64 = 169
Looking at Choice 2 : A-C, C-Z:
Distance between A-C = T2 = 52
Distance between C-Z = T5 = 91
Total distance will be = 52 + 91 = 143
Solving for Choice 3 : A-B, B-D, D-Z:
The Distance between A-B = T1 = 38
The Distance between B-D = T3 = 63
The Distance between D-Z = T6 = 62
Total distance = 38 + 63 + 62 = 163
When you look at the 3 choices, the one with the Shortest Path is A-C, C-Z and the Shortest possible time is 143.
See full question below
A traveler is trying to determine the fastest way to travel from city A to city Z. The possible travel routes, with the time required for each segment, is shown below.
What is the shortest path and what is the shortest possible time to travel from A to Z? (Round your answer to the nearest whole number.)
Shortest Path Choices: A-B, B-E, E-Z ; A-C, C-Z ; A-B, B-D, D-Z
Learn more about travel routes from
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