MENU
Which of the following measures should a company focus on to reduce variation in the product?
Suggested Answer: D
Get Premium CPIM-BSP Questions
as Interactive Web-Based Practice Test or PDF
Real Exam Format
Detailed Explanations
Instant Access
Get Your Practice Test
20 comments · newest first
JU
Justine
1 month ago
Standard deviation is the best choice for this question!
BR
Brandon
1 month ago
Mode seems less useful for reducing variation.
RA
Raul
2 months ago
Median could work too, but it ignores extremes.
EM
Emelda
2 months ago
I lean towards mean. It gives an average view.
ME
Merilyn
2 months ago
Agreed, standard deviation helps identify consistency.
KA
Karma
2 months ago
I think standard deviation is key. It shows how much variation exists.
MA
Madalyn
2 months ago
Really? I thought mode was more useful for product variations.
JE
Jeannetta
2 months ago
The median can be misleading in skewed data, though.
EI
Eileen
3 months ago
Wait, isn't the mean also important for understanding averages?
LE
Lemuel
3 months ago
Definitely, it shows how spread out the data is!
WI
Wilda
3 months ago
I think standard deviation is key for reducing variation.
LY
Lynelle
3 months ago
I didn't expect standard deviation to be the answer!
DO
Dominga
3 months ago
Wait, isn't the mode sometimes more useful?
NI
Nickie
4 months ago
Definitely going with standard deviation!
RO
Rossana
5 months ago
I think the mean is more relevant here.
VE
Verona
5 months ago
Standard deviation is key for reducing variation!
KA
Katina
6 months ago
Standard deviation definitely sounds right for measuring variation, but I wonder if the mean could also play a role in understanding the overall data set.
AU
Audra
6 months ago
I feel like mode might not be the best choice here since it only tells us about the most common value, but I could be wrong.
EM
Emerson
6 months ago
I remember practicing a question where we had to choose between mean and median for reducing variation, but I can't recall which one was more effective.
AS
Ashton
6 months ago
I think we talked about standard deviation being key for measuring variation, but I'm not entirely sure if it's the only one to focus on.