3/11 | $100 |
3/27 | $100 |
4/10 | $100 |
4/26 | $100 |
5/12 | $100 |
5/27 | $100 |
6/11 | $100 |
6/25 | $100 |
7/11 | $100 |
(a) On March 31st, regular interest of $0.36 is credited to John's account. This is calculated as follows (except where noted, calculations are rounded to four decimal places):
(i) $0.2411 on the account balance of $100 from 3/12 to 3/27. That is $100 for 16 days, the regular interest for this balance is:
.055 * 16/365 * 100 = $0.2411
(ii) $0.1205 on the account balance of $200 from 3/28 to 3/31. That is $200 for four days, the regular interest for this balance is:
.055 * 4/365 * 200 = $0.1205
(iii) The total regular interest credited for the first quarter is $0.36 ($0.2411 + $0.1205 = $0.3616 which rounds to $0.36).
(iv) The balance in John's account on March 31st, is $200.36 - New Contributions ($200) + Regular Interest ($0.36).
(b) On June 30th, regular interest of $6.56 is credited to John's account. This is calculated as follows:
(i) $0.3019 on the account balance of $200.36 from 4/1 to 4/10. That is $200.36 for 10 days, the regular interest for this balance is:
.055 * 10/365 * 200.36 = $0.3019
(ii) $0.7242 on the account balance of $300.36 from 4/11 to 4/26. That is $300.36 for 16 days, the regular interest for this balance is:
.055 * 16/365 * 300.36 = $0.7242
(iii) $0.9653 on the account balance of $400.36 from 4/27 to 5/12. That is $400.36 for 16 days, the regular interest for this balance is:
.055 * 16/365 * 400.36 = $0.9653
(iv) $1.1310 on the account balance of $500.36 from 5/13 to 5/27. That is $500.36 for 15 days, the regular interest for this balance is:
.055 * 15/365 * 500.36 = $1.1310
(v) $1.3570 on the account balance of $600.36 from 5/28 to 6/11. That is $600.36 for 15 days, the regular interest for this balance is:
.055 * 15/365 * 600.36 = $1.3570
(vi) $1.4775 on the account balance of $700.36 from 6/12 to 6/25. That is $700.36 for 14 days, the regular interest for this balance is:
.055 * 14/365 * 700.36 = $1.4775
(vii) $0.6030 on the account balance of $800.36 from 6/26 to 6/30. That is $800.36 for five days, the regular interest for this balance is:
.055 * 5/365 * 800.36 = $0.6030
(viii) The total regular interest credited for the second quarter is $6.56 ($0.3019 + $0.7242 + $0.9653 + $1.1310 + $1.3570 + $1.4775 + $0.6030 = $6.5599 which rounds to $6.56).
(ix) The account balance on June 30th is $806.92 - March 31st Balance ($200.36) + New Contributions ($600) + Regular Interest ($6.56).
(7) Example 2. John terminates PERS Plan 2 employment on July 1st, after making one contribution for the third quarter. He chooses to withdraw the amount in his individual account. On July 17th, he receives a warrant for $907.74, calculated as follows:
(a) John receives $2.16 in regular interest for the period from July 1st through July 17th.
(i) $1.3375 on the account balance of $806.92 from 7/1 to 7/11. That is $806.92 for 11 days, the regular interest for this balance is:
.055 * 11/365 * $806.92 = $1.3375
(ii) $0.8200 on the account balance of $906.92 from 7/12 to 7/17. That is $906.92 for six days, the regular interest for this balance is:
.055 * 6/365 * $906.92 = $0.8200
(iii) The total regular interest credited for the third quarter is $2.16 ($1.3375 + $0.8200 = $2.1575 which rounds to $2.16).
(b) The total withdrawal is $909.08 - June 30th Balance ($806.92) + New Contributions ($100) + Regular Interest ($2.16).
[Statutory Authority: RCW
41.50.050. WSR 22-13-052, § 415-02-150, filed 6/8/22, effective 7/9/22. Statutory Authority: RCW
41.50.033 and
41.50.050. WSR 18-07-063, § 415-02-150, filed 3/15/18, effective 4/15/18.]