Question

The coefficient of coincidence reflects the frequency of observed double crossovers compared to the frequency

of expected double crossovers. What is the relationship between the coefficient of coincidence and interference?
A) Interference equals the coefficient of coincidence.
B) Interference equals the coefficient of coincidence divided by the map units calculated.
C) Interference is the inverse square of the coefficient of coincidence.
D) Interference is one minus the coefficient of coincidence.
E) Interference is recombinants minus nonrecombinants.

Answer 1

The relationship between the coefficient of coincidence and interference is that interference is one minus the coefficient of coincidence.

Step-by-step explanation:

The relationship between the coefficient of coincidence and interference is that interference is one minus the coefficient of coincidence. Interference measures the extent to which one crossover affects the occurrence of another crossover nearby. It represents the reduction in expected double crossovers due to interference. The coefficient of coincidence, on the other hand, reflects the frequency of observed double crossovers compared to the frequency of expected double crossovers. So, option D, Interference is one minus the coefficient of coincidence, is the correct relationship.