Among the policyholders of an insurance company, 64% have an auto policy, 42% have a homeowners policy and 27% have both. One policyholder is chosen at random.
Calculate the probability that the policyholder has neither.
Exam P is offered six times a year, in a testing window of about 12 days. Registration closes about four weeks before each window opens.
| Next sitting open for registration | January 14 to 25, 2027; register by December 15, 2026 |
|---|---|
| Fee | $275 |
| Format | 30 multiple-choice questions in 3 hours, on a computer at a Prometric center |
| Result | Unofficial pass or fail by email within one hour |
| Testing window | Registration deadline |
|---|---|
| November 4 to 15, 2026 | Closed |
| January 14 to 25, 2027 | December 15, 2026 |
| March 1 to 12, 2027 | February 2, 2027 |
| May 7 to 18, 2027 | April 6, 2027 |
| July 1 to 12, 2027 | June 1, 2027 |
| September 16 to 27, 2027 | August 17, 2027 |
| November 3 to 14, 2027 | October 5, 2027 |
You get an unofficial pass or fail by email within an hour. SOA publishes the official results, with the pass mark and pass rate, several weeks later: the July 2026 results were published on October 2, 2026.
Among the policyholders of an insurance company, 64% have an auto policy, 42% have a homeowners policy and 27% have both. One policyholder is chosen at random.
Calculate the probability that the policyholder has neither.
The number of claims in a week has a Poisson distribution with mean 1.5.
Calculate the probability of more than 2 claims in a week.
Six times a year: January, March, May, July, September and November. Each sitting is a testing window of about 12 days at Prometric centers.
The 2026 fee is $275, paid to the Society of Actuaries when you register.
An unofficial pass or fail arrives by email within one hour of finishing. Official results follow several weeks after the testing window closes.