How does each contribute to paternity determination?

Select all that apply.

A PI value for a gene will be exactly $1\mathrm{.}0$ if it is more likely that the nonmaternal allele came from the putative father than from a random male in the population.

API value for a gene will be greater than $1\mathrm{.}0$ if it is more likely that the nonmaternal allele came from the putative father than from a random male in the population.

If the CPI is greater than $100,$ then there is a chance greater than $99\%$ that the male in question is the child's father.

If the combined paternity index is greater than $100,$ then there is a chance of more than $50\%$ that the male in question is the child's father.

If the CPI is less than $100,$ then there is a chance greater than $99\%$ that the male in question is the child's father.

A PI value for a gene will be less than $1\mathrm{.}0$ if it is more likely that the nonmaternal allele came from the putative father than from a random male in the population.