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Zorluk: KolayChaining Conditional Statements

A software company has established the following protocol for deploying new applications:

- The code is merged into the main branch only if a beta testing phase is scheduled.
- If the software passes the final security audit, the code is merged into the main branch.
- A beta testing phase is scheduled only if the marketing team has been notified.

Arrange the following events in the correct logical sequence, starting with the initial sufficient condition (the trigger) and ending with the final necessary condition.

  1. 1The software passes the final security audit
  2. 2The code is merged into the main branch
  3. 3A beta testing phase is scheduled
  4. 4The marketing team is notified

Cevap

The correct logical sequence is: The software passes the final security audit, followed by the code being merged, followed by a beta testing phase being scheduled, and finally the marketing team being notified.
By translating the conditional statements accurately (Audit -> Merged; Merged -> Beta; Beta -> Marketing), we can form a valid transitive chain from the initial trigger to the final requirement: Audit -> Merged -> Beta -> Marketing.

Adım Adım Çözüm

1
Identify the initial sufficient condition that does not depend on any other event occurring first.
The rule 'If the software passes the final security audit...' makes passing the audit the starting trigger.
The word 'if' introduces a sufficient condition.
2
Determine the necessary condition for the first event.
Passing the audit requires that 'the code is merged into the main branch'.
The result of the 'if' clause forms the necessary condition.
3
Link the second event to its own necessary condition.
The code is merged 'only if a beta testing phase is scheduled', linking the code merge to beta testing.
The phrase 'only if' introduces a necessary condition.
4
Link the third event to its necessary condition.
A beta testing phase is scheduled 'only if the marketing team has been notified'.
This establishes the final link in the transitive logic chain.

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Chaining Conditional Statements
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Chaining Conditional Statements

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