A new computer system will not significantly increase an organization's efficiency unless the computer system requires the organization's employees to adopt new, more productive ways of working.
Setup Information
conditional (X will not unless Y) X requires Y = X → Y
Significantly comp system requires increasing → employees to adopt efficiency new ways of working
specific fact - The Ministry's new computer system is built to fit its employees existing ways of working.
The Blank (so)
We need to draw a logical conclusion, so we think of this like a Most Supported inference question.
Evaluate
On Inference, whenever we're given a conditional, we ask ourselves two things: 1. Am I supposed to be chaining this up with some other conditional? 2. Am I supposed to be applying this rule to a specific fact?
The first sentence was conditional, but the second sentence is a specific fact, so we would more likely be doing #2.
Typically, when we are tested on our ability to apply a conditional to a fact, we have to contrapose the conditional to understand how it applies (or we ask ourselves about what Overlapping Concept is in both the rule and the fact).
The overlapping concept between the 1st and 2nd sentence is .
When we contrapose the rule from the first sentence, we get:
If new computer system then won't doesn't require employees → signif increase to adopt new ways of working efficiency
Goal
We were told that the MoT's new computer system does not require employees to adopt new ways (it was custom built to fit their existing ways), so it triggers this conditional and yields this logical conclusion/inference:
The Ministry of Transportation's new computer system will not significantly increase the ministry's efficiency.
Let's look for something like that.