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ASQ CSSGB Exam - Topic 1 Question 86 Discussion

Posted by Adelina on Jun 16, 2026 at 12:55 PM

Due to excessive pollution, GREEN Solutions Inc. is considering subsidizing public transportation to work for its employees. According to the manager it takes an average weekday commute of 39 minutes with a Standard Deviation of 7 minutes for the employees to get to work while they use their personal vehicles for their office commute while the management set a policy of not more than 40 minutes for their daily one-way commute. A survey conducted one day on 70 employees showed an average of 34 minutes commuting time using the metro public transportation system with a Standard Deviation of 21 minutes. Assuming a Normal Distribution for the commute times by either personal or public transportation, which of these is true?

Suggested Answer: B

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12 comments · newest first
HO
Hoa 2 months ago
C could be true. Consistency matters in commuting.
PE
Penney 2 months ago
But A makes sense too. Personal vehicles are more reliable.
DE
Desiree 2 months ago
I think B is correct. MPTS is faster on average.
AD
Adolph 2 months ago
But isn't 34 minutes pretty good for public transport?
MA
Marci 2 months ago
I think we need more data to really compare these options.
SH
Shantell 2 months ago
Wait, does that mean MPTS is actually worse?
LI
Linn 3 months ago
Totally agree, MPTS has a way higher standard deviation!
VA
Vanna 3 months ago
Personal vehicles have a lower average commute time for sure.
HU
Huey 3 months ago
I feel like option B makes sense since the average for the metro is lower, but I’m not confident about the probabilities without more data on traffic patterns.
DI
Dion 3 months ago
I’m a bit confused about the implications of the higher standard deviation for the metro system. Does that really mean it’s worse for arriving on time?
SA
Sang 3 months ago
I think we had a similar question about comparing commute times, and it seemed like the lower standard deviation meant more consistency, which might favor the personal vehicles.
GE
Georgene 4 months ago
I remember we discussed how the average commute time affects probabilities, but I'm not sure how the standard deviations play into this.
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