pls answer.

Folding on two factors. (use right chart below showing the isolated interaction[s). Please only write down the confounding interactions (no calculations values are required). Hint: Use the result of multiplying the two folded factors in the Taguchi Linear graphs and its effects on the confounding. Use only experiment L8. . Folding on factor 6 is shown below, please show how folding on two factors at the same time would look like. (Fold on factor 6 and 2 at the same time) Please show folding on all factors as well . Example IS used in saturated design Interactions confounding No. 2 3 4 5 6 Factor trial #1 3. 4 5 6' No. Factor . *3. 4 6. trial #1 *2. 4'7. Avg (2+2 NWAGA NNNN- - IQUAWN 1 *6. Avg (3+3 NON-NN. 1*4. #7. Avg (4+4 W ww ww NN-ONNS NNNN-4 Avg (5+5 *7. NNN 5. Avg (6+6 1'6. Avg (7+7) 2'5 N -NUNN-N--N-NN-N-U NUNN--N-NN--NN-O NON - N -N - N -NON-NU N- -N-NN-N- -N-NN- NNNN- -JJNNNN--- NN-ONN-ONN-ANN- 6'7 A second L8 was made to remove aliasing from column 6 WI- 4'6 Interactions confounding Avg (3-3 5'6 No. 4 5 Factor Avg (4-4) trial #9 4*5 -67 Avg (5-5 -4'6. 5.7 Avg 6-6 1'7. 2"4. 3'5 10 4*7. -5 6 Avg (7-7) 11 12 NNN- -NO -2'6. 3*7 -N-NN-N- NO -N-NN- NN-ONN-- -NNNN- 13 1*4 -3*6 Isolated Factor 6 (no confounding) and all interactions with 14 NNNN- -3'5 15 -1'6. 3'4 factor 6. Other main Factors confounded with non 6 16 interactions