05 January, 2021
A Review Of Practical CSSBB Prep
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Question 1
- (Topic 2)
An important step in determining the VOC is:
An important step in determining the VOC is:
Question 2
- (Topic 2)
The following is a set of individual measurements: 3 5 4 5 6 3 4 3 2 4 5 6 5 7 6 4 5 5 8 7 6 6 7 7 4
Find the control limits for the range chart.
The following is a set of individual measurements: 3 5 4 5 6 3 4 3 2 4 5 6 5 7 6 4 5 5 8 7 6 6 7 7 4
Find the control limits for the range chart.
Question 3
- (Topic 2)
An approach that would remove the contradiction identified in x.28 would be:
An approach that would remove the contradiction identified in x.28 would be:
Question 4
- (Topic 2)
If the value of the test statistic had been 0.185, what action should have been taken regarding the null hypothesis?
If the value of the test statistic had been 0.185, what action should have been taken regarding the null hypothesis?
Question 5
- (Topic 2)
If it is desirable to maximize the response R, the following levels should be used:
If it is desirable to maximize the response R, the following levels should be used:
Question 6
- (Topic 1)
Perform a risk analysis to determine the expected profit or (loss) from a project which has four possible disjoint outcomes: Outcome A shows a profit of $340,000 and has a probability of 0.25 Outcome B shows a profit of $120,000 and has a probability of 0.40 Outcome C shows a loss of $40,000 and has a probability of 0.10 Outcome D shows a profit of $100,000 and has a probability of 0.25
Perform a risk analysis to determine the expected profit or (loss) from a project which has four possible disjoint outcomes: Outcome A shows a profit of $340,000 and has a probability of 0.25 Outcome B shows a profit of $120,000 and has a probability of 0.40 Outcome C shows a loss of $40,000 and has a probability of 0.10 Outcome D shows a profit of $100,000 and has a probability of 0.25
Question 7
- (Topic 1)
Find the value of (3) in the ANOVA table. Assume:
Find the value of (3) in the ANOVA table. Assume:
Question 8
- (Topic 1)
A project activity not on the critical path has required 20% longer than the time originally allocated. The project team should:
A project activity not on the critical path has required 20% longer than the time originally allocated. The project team should:
Question 9
- (Topic 2)
Calculate the interaction effect:
Calculate the interaction effect:
Question 10
- (Topic 2)
Find the value of (13) in the ANOVA table. Assume:
Find the value of (13) in the ANOVA table. Assume:
Question 11
- (Topic 1)
Find the value of (2) in the ANOVA table. Assume:
Find the value of (2) in the ANOVA table. Assume:
Question 12
- (Topic 1)
In a series of linked processes and associated feedback loops the product or service flows _____ and the information flows _____ .
In a series of linked processes and associated feedback loops the product or service flows _____ and the information flows _____ .
Question 13
- (Topic 2)
Calculate the estimated variance of the population from which the following values have been randomly selected: 2.8 2.7 2.6 2.9 2.8 2.8 2.8:
Calculate the estimated variance of the population from which the following values have been randomly selected: 2.8 2.7 2.6 2.9 2.8 2.8 2.8:
(x-
Question 14
- (Topic 1)
SCENARIO A Six Sigma team is measuring the moisture content of corn starch as it leaves the conveyer belt of a dryer. They collect one sample four cups of starch at times indicated in the chart at fixed locations labeled A, B, C, and D across the end of the belt. See the diagram below.
Find the equation of the regression line for these sample data points: (1, 7) (3, 3) ( 3, 2) (5, –1)
SCENARIO A Six Sigma team is measuring the moisture content of corn starch as it leaves the conveyer belt of a dryer. They collect one sample four cups of starch at times indicated in the chart at fixed locations labeled A, B, C, and D across the end of the belt. See the diagram below.
Find the equation of the regression line for these sample data points: (1, 7) (3, 3) ( 3, 2) (5, –1)
Question 15
- (Topic 1)
P(A) = .42, P(B) = .58 P(A&B) = .10. Are A and B mutually exclusive (or disjoint)?
P(A) = .42, P(B) = .58 P(A&B) = .10. Are A and B mutually exclusive (or disjoint)?
Question 16
- (Topic 1)
A population is bimodal with a variance of 5.77. One hundred samples of size 30 are randomly collected and the 100 sample means are calculated. The standard deviation of these sample means is approximately:
A population is bimodal with a variance of 5.77. One hundred samples of size 30 are randomly collected and the 100 sample means are calculated. The standard deviation of these sample means is approximately:
Question 17
- (Topic 2)
If the value of the test statistic had been 7.03, what action should have been taken regarding the null hypothesis?
If the value of the test statistic had been 7.03, what action should have been taken regarding the null hypothesis?
Question 18
- (Topic 1)
A management team lists nine goals across the top of a rectangle and 15 activity initiatives along the left hand side of the rectangle. If one of the activities strongly supports one of the goals a circle is placed in the box where that activity’s row intersects the goal’s column. If the activity’s support is very strong a “bulls eye” is placed in the box and if the support is weak a triangle is used. This best describes which problem solving tool?
A management team lists nine goals across the top of a rectangle and 15 activity initiatives along the left hand side of the rectangle. If one of the activities strongly supports one of the goals a circle is placed in the box where that activity’s row intersects the goal’s column. If the activity’s support is very strong a “bulls eye” is placed in the box and if the support is weak a triangle is used. This best describes which problem solving tool?
Question 19
- (Topic 2)
Nominal Group Technique is used to:
Nominal Group Technique is used to:
Question 20
- (Topic 1)
This experimental design is an example of:
This experimental design is an example of:
Question 21
- (Topic 2)
The diameters of 50 randomly selected shafts have a mean of 1.525 and standard deviation of 0.006. Find the 95% lower confidence limit for the population mean.
The diameters of 50 randomly selected shafts have a mean of 1.525 and standard deviation of 0.006. Find the 95% lower confidence limit for the population mean.
