Question

Consider the following hypothetical outcome of a three-way factorial design.  

Draw a line graph for each of the two-way interactions (i.e., AxB, AxC, BxC) and label each point in the graphs with its data value—you MUST show the numbers used in the graph.

[Remember: marginal means are NOT graphed; this problem requires collapsing across the third variable…]

Question 71 (4 points)

Show the cell means and graph for the 2-way AxB interaction.

Answer 1

2)

Pareto Analysis

Defects Count Cum Cum % 2 B 3A 4 C 5 D 6 A 7 B 8 D A =COUNTIF($A$1:$BS30, D2)-sUM($E$2:E2)=F2/$F$7 B COUNTIF ($A$1:$B$30,D3) SUM(SE$2:E3) F3/SF$7 C COUNTIF(SA$1:$B$30,D4) SUM(SE$2:E4) F4/$F$7 D COUNTIF(SA$1:$B$30,D5) SUM(SE$2:E5) F5/$F$7 F COUNTIF(SA$1:$B$30,D7)SUM(SE$2:E7 7/SF$7 Pareto Chart 10 A 11 A 12 B 13 D 14 C 15 A 16 B 17 C 18 D 19 A 20 A 21 A 22 B 120.0% 98.3% 100.0% 93.3% 100.0% 20 81.7% 80.0% 15 15 61.7 12 60.0% 10 36.7% 40.0% 20.0% 0.0% 24 B 25 C 26 A 27 B 28 A 29 C 30 A