The experimental data was analyzed by multiple regression
analysis through the least square method. Sequential sum of
squares. And model summary statistics was carried out on the
experimental data to evaluate the adequacy of various models
(linear,, Interactive (2FI), quadratic and cubic). Regression
coefficients, of linear quadratic and interaction, involved in
.The model and their effects were analyzed by Pareto analysis
of variance (ANOVA) and ANOVA tables were generated. All
the. Terms in the model were tested by Student 's F-test and
significance of the F-values at probability levels (P < = 0.05)
were. Analyzed. The experimental data were analysed with
various statistical analysis such as sum of squares (SS), determination
coefficient. (
), R2Adjusted determination of coefficient
), (Ra 2 predicted determination of coefficient (Rp
) 2 and
coefficient of variation. (CV) to reflect the statistical significance
of the fitted polynomial equation. All the statistical
analyses were done with. The help of Stat ease Design Expert
8.0.7.1 statistical software package (Stat-Ease Inc,
, Minneapolis USA). After fitting. The data to, the models the
.Models were used for the construction of three dimensional
(3D) response surface plots to predict the relationships between
independent. And dependent variables.
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