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. 2018 Dec 13;136(6):511–519. doi: 10.1590/1516-3180.2018.0161161118

Table 3. Mean alanine aminotransferase (ALT) levels according to cardiometabolic risk factors: the CASPIAN-V study.

Outcomes ALT
Mean (IU/l) SD P-value
Gender Boy 8.49 5.11 0.14
Girl 8.15 8.73
Age 7-10 8.43 6.77 0.83
11-14 8.26 4.79
15-18 8.33 9.88
Region Urban 8.41 7.9 0.13
Rural 8.11 4.16
Physical activity High 8.42 5.37 0.52
Low 8.27 8.09
Socioeconomic status High 8.15 5.29 0.77
Medium 8.37 7.42
Low 8.21 5.74
High SBP Yes 8.244 6.337 0.879
No 8.358 7.150
High DBP Yes 7.971 4.972 0.290
No 8.395 7.318
High TC Yes 13.052 23.302 0.004
No 8.088 4.840
Low HDL-C Yes 8.586 10.755 0.280
No 8.226 4.747
High LDL-C Yes 9.623 8.522 < 0.001
No 8.058 6.691
High TG Yes 9.590 10.369 < 0.001
No 7.850 5.210
High FBG Yes 8.422 4.738 0.869
No 8.328 7.156
Abdominal obesity Yes 8.866 7.721 0.250
No 8.220 6.933
Generalized obesity Yes 8.920 6.422 0.081
No 8.277 7.175
Excess weight Yes 8.808 7.965 0.045
No 8.231 6.861
Dyslipidemia Yes 8.848 8.806 < 0.001
No 7.684 3.828
Number of MetS components 0 7.856 4.301 < 0.001
1 8.300 5.167
2 9.104 12.550
≥ 3 9.402 6.623
Number of dyslipidemia components 0 7.684 3.828 < 0.001
1 8.125 4.882
2 9.239 7.164
≥ 3 14.11 7.755

MetS = metabolic syndrome (defined according to ATP-III criteria); SBP =systolic blood pressure; DBP = diastolic blood pressure; BP = blood pressure; TC = total cholesterol; HDL = high density lipoprotein; LDL = low density lipoprotein; TG= triglycerides; FBG = fasting blood glucose; ALT = alanine aminotransferase; dyslipidemia: at least one of the components (TG, HDL, LDL or TC) was abnormal; excess weight: BMI > 85th percentile; obesity, BMI > 95th percentile; low HDL: <40­mg/­dl (except among boys aged 15-19 years, for whom the cutoff was <45mg/dl); high LDL: > 110 mg/dl; high TG: 100 mg/dl; high TC: > 200 mg/dl; high FBS > 100 mg/dl; high blood pressure: > 90th percentile (adjusted according to age, sex and height). The Student t test was used to compare variables with two groups. The analysis of variance (ANOVA) test was used to compare means for variables with more than two groups.