Example 1: ABC Enterprises, a partnership, is an electing entity that uses the 12-month year beginning on May 1 and ending on April 30 for accounting purposes. ABC will make the election for calendar year 2023. ABC determines that it will have $830,800 in distributive income for the tax year that begins May 1, 2022 and ends April 30, 2023. It calculates $80,000 in tax using the PTE-E rates and determines that its required annual payment is $72,000 ($80,000 x 0.90). ABC's regular installment amount is 25 percent of its annual required payment, or $18,000 ($72,000 x 0.25). It pays $18,000 on April 18, 2023 for its first installment period ending July 31, 2022; $18,000 on June 15, 2023 for its second installment period ending September 30, 2022; $18,000 on September 15, 2023 for its third installment period ending December 31, 2022; and $18,000 on January 16, 2024 for its fourth installment period ending April 30, 2023.
Example 2: Same facts as in example 1, but ABC didn't receive its distributive income evenly throughout the tax year. It received $180,000 during the first installment period (May through July), $100,300 during the second installment period (August and September), $220,000 during the third installment period (October through December), and $330,500 during the fourth installment period (January through April). ABC calculates its required installment payments using the annualized income installment method.
ABC annualizes the $180,000 in income for the first installment period by multiplying it by 4 (3 months x 4 = 12 months), for $720,000 in annualized income ($180,000 x 4). ABC applies the PTE-E tax rates and determines that the tax on the annualized income is $69,030. It then multiplies the tax by 22.5 percent to arrive at $15,532 ($69,030 x 0.225) for the first period annualized income installment payment. This amount is smaller than the $18,000 regular installment amount, so ABC pays $15,532 on April 18, 2023.
For its second installment payment, ABC annualizes the income received during the first and second installment periods (a total of five months) by multiplying the $280,300 received ($180,000 + $100,300) by 2.4 (5 months x 2.4 is approximately 12 months). The annualized income is $672,720 ($280,300 x 2.4). ABC determines that the PTE-E tax on the annualized income is $64,349. It multiplies the tax by 45 percent to arrive at $28,957 ($64,349 x 0.45), then subtracts the amount of the first installment payment to arrive at an annualized income installment payment of $13,425 ($28,957 - 15,532) for the second period. Next, ABC finds the excess regular installment amount for the first period, which is the difference between the regular installment amount and the installment payment for the first period, which is $2,468 ($18,000 - 15,532). ABC adds the $2,468 from the first period to the $18,000 regular installment amount, for a total regular installment for the second period of $20,468 ($18,000 + 2,468). This amount is larger than the $13,425 annualized income installment amount, so ABC will pay the annualized income installment amount for the second period. ABC pays $13,425 on June 15, 2023.
For its third installment payment, ABC annualizes the income received during the first three installment periods (a total of eight months) by multiplying $500,300 ($180,000 + 100,300 + 220,000) by 1.5 (8 months x 1.5 = 12 months), for annualized income of $750,450 ($500,300 x 1.5). It calculates $72,045 in PTE-E tax on this amount. ABC multiplies the tax by 67.5 percent to arrive at $48,630 ($72,045 x 0.675). It then subtracts the first two installment payments from this amount to arrive at the annualized income installment amount of $19,673 ($48,630 - 15,532 - 13,425) for the third period. Next, to the $18,000 regular installment amount, ABC adds the difference between the regular installment amount and the installment payment amount for each of the two prior periods: $2,468 for the first period ($18,000 - 15,532) plus $7,043 for the second period ($20,468 - 13,425), for a total regular installment of $27,511 ($18,000 + 2,468 + 7,043) for the third period. This is larger than the $19,673 annualized income installment amount, so ABC pays the annualized income installment amount for its third installment payment on September 15, 2023.
For its fourth installment payment, ABC subtracts the first three installment payments, totaling $48,630 ($15,532 + 13,425 + 19,673) from the $72,000 annual required payment, arriving at the remaining payment amount of $23,370 ($72,000 - 48,630). It pays this amount on January 16, 2024.
Example 3: Same facts as example 2, but instead of making the payment for the second installment period on June 15, 2023, ABC makes the payment on August 14, 2023. ABC will owe underpayment interest for the 60-day underpayment period that the $13,425 installment remained unpaid.
Or. Admin. Code § 150-314-0521
Statutory/Other Authority: ORS 305.100
Statutes/Other Implemented: 2021 Oregon Laws ch. 589 & 2022 Oregon Laws ch. 82 § 4