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Multiple Choice

Which statement best defines random match probability (RMP) in DNA statistics and its use in interpreting a DNA profile match?

RMP describes how common a given DNA profile is in the population. It is the chance that a randomly chosen person would have exactly that profile, so a very small RMP means the profile is rare in people and a match is more informative. In practice, scientists estimate this by combining the allele frequencies across the informative loci (often assuming independence and Hardy-Weinberg equilibrium) to produce a single probability for the observed profile. This helps interpret a match: a low RMP indicates that a random person is unlikely to share the profile, strengthening the evidence that the source is the person whose DNA was found. RMP is not a measure of lab test accuracy, nor simply the probability that two unrelated individuals share a profile, nor the prior odds used in Bayesian interpretation.

RMP describes how common a given DNA profile is in the population. It is the chance that a randomly chosen person would have exactly that profile, so a very small RMP means the profile is rare in people and a match is more informative. In practice, scientists estimate this by combining the allele frequencies across the informative loci (often assuming independence and Hardy-Weinberg equilibrium) to produce a single probability for the observed profile. This helps interpret a match: a low RMP indicates that a random person is unlikely to share the profile, strengthening the evidence that the source is the person whose DNA was found. RMP is not a measure of lab test accuracy, nor simply the probability that two unrelated individuals share a profile, nor the prior odds used in Bayesian interpretation.