Calculate the insulin-to-C-peptide molar ratio from paired results in µIU/mL, ng/mL or pmol/L, solve either value back, or convert C-peptide to pmol/L.

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Disclaimer: For educational purposes only; not medical advice and not for diagnosis or medication changes. Unit conversions used here are approximate and can vary by laboratory/assay—use your lab’s reported units and reference ranges, and consult a qualified clinician for interpretation (especially with symptoms of hypoglycemia or concerns about diabetes/endocrine disorders).


Related Calculators

Insulin C-Peptide Ratio Formula

The insulin C-peptide ratio compares the insulin concentration in a blood sample with the C-peptide concentration from the same sample. The calculator solves the molar ratio or either concentration from a supplied molar ratio. The conventional mixed-unit quotient for the same pair is shown in Calculation details.

Conventional ratio

R = I / C
  • R = insulin to C-peptide ratio in µIU/mL per ng/mL
  • I = insulin converted to µIU/mL
  • C = C-peptide converted to ng/mL

Molar ratio

Rₘ = Iₚmol / Cₚmol
  • Rm = molar insulin to C-peptide ratio in pmol/pmol
  • Ipmol = insulin converted to pmol/L
  • Cpmol = C-peptide converted to pmol/L

Unit conversions used

1 µIU / mL insulin = 1 mU / L insulin ≈ 6.00 pmol / L insulin (selected convention)
1 ng / mL C - peptide ≈ 331.1 pmol / L = 0.3311 nmol / L

The conventional mixed-unit quotient is insulin in µIU/mL divided by C-peptide in ng/mL and retains those units. The primary molar ratio divides pmol/L by pmol/L. This calculator assumes an insulin conversion factor of 6.00; if your laboratory uses another factor, enter its molar result directly. C-peptide331.1 is an approximate conversion. Neither quotient provides a diagnosis or universal normal range.

Ratio Definitions and Unit Conversions

Quantity Arithmetic definition Scope
Conventional ratio Insulin in µIU/mL ÷ C-peptide in ng/mL Mixed-unit quotient; not a molecule-to-molecule ratio.
Conventional ratio Not directly comparable with a molar ratio No universal reference interval is provided here.
Conventional ratio Depends on concentration units Do not infer insulin source or clearance from a generic cutoff.
Molar ratio Insulin in pmol/L ÷ C-peptide in pmol/L Dimensionless arithmetic; interpretation requires clinical context.
Molar ratio Uses paired concentrations Sample timing, assay method, medicines and renal function matter.
Molar ratio No diagnostic classification A clinician must interpret paired glucose and other findings.
Measurement Conversion
Insulin 1 µIU/mL = 1 mU/L
Insulin 1 µIU/mL ≈ 6.00 pmol/L
C-peptide 1 ng/mL ≈ 331.1 pmol/L
C-peptide 1 nmol/L = 1000 pmol/L
C-peptide 1 nmol/L ≈ 3.0203 ng/mL

Example Calculations

Example 1: Conventional ratio

You have an insulin result of 10 µIU/mL and a C-peptide result of 2.0 ng/mL.

R = 10 / 2.0 = 5.0

The conventional insulin to C-peptide ratio is 5.0 µIU/mL per ng/mL.

Example 2: Molar ratio

You have an insulin result of 60 pmol/L and a C-peptide result of 600 pmol/L.

Rₘ = 60 / 600 = 0.100

The molar insulin to C-peptide ratio is 0.100 pmol/pmol.

FAQ

What is the insulin C-peptide ratio used for?

The ratio helps compare circulating insulin with C-peptide. Since the pancreas releases insulin and C-peptide together, an unusual mismatch can give clues about insulin source, insulin clearance, or timing of the blood draw. It is not a diagnosis by itself.

How do the conventional quotient and molar ratio differ?

Conventional units use common lab reporting units, such as µIU/mL for insulin and ng/mL for C-peptide. The molar ratio converts both values to pmol/L before dividing, which compares the number of insulin molecules with the number of C-peptide molecules more directly.

Should fasting and non-fasting results be interpreted the same way?

No. Food intake can raise insulin and C-peptide and can change the ratio. Fasting samples are usually easier to compare with reference discussions. If your sample was taken after a meal, during illness, or during insulin treatment, interpretation should account for that context.