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The assumption of steady state was tested by plotting the limits of agreement between the starting and ending plasma concentration (Cp) at each Ce plateau.
Additionally, to predict the response parameters regression equations were developed and the validity of regression model is tested by plotting scatter diagram.
The performance of the rigid block on quasi-plastic procedure was tested by plotting predicted values against experimental cumulative shear strains from 10 CTX tests (Figure 27).
The possibility of existence of intra-particle diffusion is tested by plotting a graph (Fig. 10) between amount of fluoride adsorbed (q t ) and the square root of time from the following equation: {q}_tkern0.5em =K.{t0.5em Xkern0.5em +kern0.5em K.{t}^{1/2} Fig. 10 Intra-particle diffusion.
This was explicitly tested by plotting the proportion of embedded quartets in agreement, against the proportion in disagreement with the groups inferred from the phenotypic data (Figure S2; see methods for group demarcation; [46]).
The assumption of proportionality of the Cox model covariates was tested by plotting Schoenfeld residuals.
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The proportional hazards assumption was tested by graphically plotting all the categorical variables; all the curves were found to be parallel.
We tested this by plotting Pseudotsuga menziesii stem wood biomass predicted by several standard equations (equation numbers 157, 204, 1536, 1932, and 2692 from [16, 26, 18, 31], and [42]; see equations in Additional file 1) against the product of DBH2 and height.
Compliance with the proportional hazards assumption was tested graphically by plotting the Schoenfeld residuals against time.
We tested this by plotting nucleotide composition at 4FD third codon positions as in [ 45] versus the midpoint position of each protein-encoding gene.
We tested this by plotting the Kuiper statistic as a measure of microtubule orderliness against the mean cell length of 48 hr differentiated cells for different RNAi treatments used in this study and found indeed a linear correlation.
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