I was given no background on the data or what it is of, this is all the information I have. I am very confused as to how to construct the full factorial design on JMP.

I am confused as well, this is the only information that I was given. So I am having a difficult time trying to figure it out. I have the problem and the JMP spreadsheet, that's all.

Problem la Using JMP (and following the design one-pager), design an experiment that will study two factors (Both qualitative nominal variables). Factor A had 4 levels - call these A1, A2, A3, A4 Factor B had 3 levels - call these B1, B2, B3 There are only enough resources to do two replicates of each treatment combination. So your design should have 4x3x2 = 24 runs in a random order. Include a screen capture of your JMP DOE table in your homework submission. Tables Rows Cols DOE Analyze Graph Tools View Window Help B Y 60 51 46 52 B1 B1 B3 B2 44 52 57 B2 50 51 (5/1) B2 B3 43 F B2 59 Run order Pattern A 1 1 231 A2 22 322 A3 3 3 312 A3 4 4 311 A3 5 5 332 A3 6 6 122 A1 7 7 211 A2 8 8 121 A1 9 9 321 A3 10 10 132 A1 11 11 222 A2 12 12 212 A2 13 13 412 A4 14 14 432 A4 15 15 111 A1 16 16 411 A4 17 17 112 A1 18 18 331 A3 19 19 221 A2 20 20 131 A1 21 21 421 A4 22 22 431 A4 23 23 422 A4 24 24 232 A2 B1 49 B1 B3 B1 48 51 39 50 43 44 B1 B1 B3 B2 B3 63 43 58 51 B2 B3 B2 48 48 B3 Problem la Using JMP (and following the design one-pager), design an experiment that will study two factors (Both qualitative nominal variables). Factor A had 4 levels - call these A1, A2, A3, A4 Factor B had 3 levels - call these B1, B2, B3 There are only enough resources to do two replicates of each treatment combination. So your design should have 4x3x2 = 24 runs in a random order. Include a screen capture of your JMP DOE table in your homework submission. Tables Rows Cols DOE Analyze Graph Tools View Window Help B Y 60 51 46 52 B1 B1 B3 B2 44 52 57 B2 50 51 (5/1) B2 B3 43 F B2 59 Run order Pattern A 1 1 231 A2 22 322 A3 3 3 312 A3 4 4 311 A3 5 5 332 A3 6 6 122 A1 7 7 211 A2 8 8 121 A1 9 9 321 A3 10 10 132 A1 11 11 222 A2 12 12 212 A2 13 13 412 A4 14 14 432 A4 15 15 111 A1 16 16 411 A4 17 17 112 A1 18 18 331 A3 19 19 221 A2 20 20 131 A1 21 21 421 A4 22 22 431 A4 23 23 422 A4 24 24 232 A2 B1 49 B1 B3 B1 48 51 39 50 43 44 B1 B1 B3 B2 B3 63 43 58 51 B2 B3 B2 48 48 B3