How LDL is Calculated: Friedewald, Martin–Hopkins and Sampson
When a lipid panel does not directly measure LDL, it must be estimated. The Friedewald equation (1972) is the historical default: LDL = Total Cholesterol − HDL − (Triglycerides / 5) in mg/dL, or − Triglycerides/2.2 in mmol/L. It assumes a fixed VLDL-to-triglyceride ratio of 1:5, which holds when triglycerides are below about 400 mg/dL (4.5 mmol/L). Above that threshold the assumption breaks down, the equation underestimates LDL, and a different method is required. The Martin–Hopkins equation (Johns Hopkins, 2013) uses an adjustable factor instead of a fixed /5 — the divisor varies by triglyceride and non-HDL level, looked up in a 180-cell table. It improves accuracy especially at TG 200–400 mg/dL and at low LDL (under 70 mg/dL), where Friedewald systematically over- or under-estimates. The Sampson equation (NIH, 2020) is a multivariate formula validated against ultracentrifugation and is increasingly used by US labs as a default. For the vast majority of patients with TG below 200 mg/dL, all three give similar results — within 5 mg/dL. This calculator uses Friedewald; if your triglycerides are above 400 mg/dL, treat the LDL output as approximate and use the directly measured value or non-HDL as the primary metric.