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Blue Prism AD01 Exam - Topic 2 Question 102 Discussion

Actual exam question for Blue Prism's AD01 exam
Question #: 102
Topic #: 2
[All AD01 Questions]

Examine the following Blue Prism Process diagram:

The initial values for the 2 data items are displayed in the diagram above.

The expression in 'Decision A' is:

Len([City 1]) > Len([City 2])

The expression in 'Decision B' is:

Mid([City2].3,1) = '' ''

The expression in 'Decision C' is:

Left([City 1], 5) = "manch" AND EndsWith([City 2], "York")

What will happen when the process flow executes?

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Suggested Answer: D

by Patrick at Jan 23, 2026, 05:52 PM

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Franklyn
2 days ago
I feel like if 'City 1' starts with "manch" and 'City 2' ends with "York", it should go down that path, but I need to double-check the logic.
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Ozell
7 days ago
For 'Decision C', I practiced something similar where we checked string conditions, but I’m uncertain if "manch" is the right prefix for 'City 1'.
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Laurel
1 month ago
I think 'Decision B' is checking if the third character of 'City 2' is a space, but I can't recall how that affects the flow.
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Ettie
1 month ago
I remember that 'Decision A' checks if the length of 'City 1' is greater than 'City 2', but I'm not sure what the actual values are.
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Cherelle
1 month ago
This is a good test of our understanding of string functions and logical expressions. I'm feeling confident I can work through this systematically.
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Dick
2 months ago
I think I've got a handle on this. I'll walk through each decision and try to predict the outcome based on the initial values given.
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Tiera
2 months ago
I'm a bit confused by the Mid() function in Decision B. I'll need to double-check how that works with string manipulation.
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Layla
2 months ago
Okay, let me break this down step-by-step. The first decision checks the length of the two cities, the second checks the third character of City 2, and the third checks the first 5 characters of City 1 and the end of City 2.
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Kayleigh
2 months ago
Hmm, this looks like a tricky one. I'll need to carefully examine the logic in each decision step to figure out the flow.
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