How many experimental runs exist in a Full Factorial and fully randomized design for 5 factors with 2 replicates for the Corner Points and no Center Points? The factors in the experiment are only at 2-levels.
How many experimental runs exist in a Full Factorial and fully randomized design for 5 factors with 2 replicates for the Corner Points and no Center Points? The factors in the experiment are only at 2-levels.
To determine the number of experimental runs in a Full Factorial and fully randomized design for 5 factors with 2 replicates for the corner points and no center points, we calculate as follows: Each factor has 2 levels, and there are 5 factors. Therefore, the total number of combinations of factor levels (corner points) is 2^5, which equals 32. Since the experiment includes 2 replicates for these corner points, the total number of experimental runs is 32 multiplied by 2, resulting in 64 runs.
D is correct. Runs = 2 Levels ^ 5 Factors = 32 runs. With 2 replicates = 2 x 32 (total Runs) = 64 total runs.