Under municipal transit regulations, a technology firm receives a commercial testing permit for autonomous trucks on public highways only if its navigation software achieves a Tier-1 safety certification. Achieving a Tier-1 safety certification requires completing at least 500,000 miles of simulated urban driving without a single critical system disengagement. Furthermore, unless a firm holds a commercial testing permit, it is forbidden from deploying autonomous vehicles during peak traffic hours.
If the statements above are true, which of the following must also be true?
- A technology firm that deploys autonomous vehicles on public highways during peak traffic hours has completed at least 500,000 miles of simulated urban driving without a critical system disengagement.Answer
- BAny technology firm that completes 500,000 miles of simulated urban driving without a critical system disengagement will automatically receive a commercial testing permit.
- CA technology firm that has not been permitted to deploy autonomous vehicles during peak traffic hours has failed to achieve a Tier-1 safety certification.
- DAutonomous trucks that have logged 500,000 miles of simulated urban driving are safer than conventional commercial trucks operated by human drivers.
- ETechnology firms holding a commercial testing permit deploy autonomous trucks exclusively during non-peak traffic hours.
Answer
A technology firm that deploys autonomous vehicles on public highways during peak traffic hours has completed at least 500,000 miles of simulated urban driving without a critical system disengagement.
The passage establishes a chain of necessary conditions: to deploy during peak traffic hours, a firm must hold a commercial testing permit; to have that permit, it must hold Tier-1 certification; and to achieve Tier-1 certification, it must complete 500,000 simulated miles without a critical disengagement. Therefore, any firm deploying vehicles during peak hours must have completed those 500,000 simulated miles.
Step-by-Step Solution
Key Concept
Transitive Chaining of Necessary Conditions