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. 2019 Oct 1;117(9):1728–1738. doi: 10.1016/j.bpj.2019.09.031

Figure 4.

Figure 4

Counterintuitive predictions arising from asymmetric division errors and consequences of length or volume sensing. (A) Possible explanation of how an increase in the asymmetry error at division brings the birth-division slope closer to zero. Black bars indicate the width of the distribution of the division length. (B) Size homeostasis plot for pom1Δ (FC2063, n = 1757, data from (1)). Slopes of reported fit lines are +0.15 ± 0.03 for the sizer regime (light blue color, length at birth less than 7 μm) and +0.86 ± 0.03 for the adder/timer-like regime (gray color, length at birth greater than 7 μm). In the sizer regime, division length has a CV of 9.0%, higher than the WT, but a lower birth-division slope (+0.15 vs. +0.25 for the WT as reported in Fig. 1A), as predicted by the model. (C) Size homeostasis data for the cdr2-T166A rga2Δ mutant that implements length sensing show near-perfect sizer behavior (FC3218, n = 1785, data from (1)). (D) Size homeostasis data for the cdr2Δ mutant, which implements volume sensing. Regression line and reported slope of +0.47 ± 0.04 refer to the binned data with length at birth smaller than 10 μm (green color). Cells with length at birth greater than 10 μm (gray color) show a slope of +0.88 ± 0.16 (FC3161, n = 1046). Binned data (with mean value ± standard error) shown as bold circles in (B)–(D). (E) Summary of the agreement between experimental slopes and values obtained by the model. Data points show the mean value ± standard error (see also Fig. S6B).