60일 중 유급일수를 정확히 분리해 계산하는 방법
최초 60일을 측정하세요
출산휴가시작일로부터 출산휴가종료일까지의 기간을 30일 단위로 구분하되, 임금산정기간의 귀속월 중심으로 정리합니다. 예를들어 출산휴가가 2023. 1. 5.이라고 한다면 유급액의 기준이 되는 60일까지의 기간을 산출합니다.
최초 60일 중 소정근무일을 확인해 임금산정단위 별로 구분하세요
유급 60일의 의미에 대해 60일의 기간 중 유급지급의무가 있는 날(소정근로일, 유급휴일)이 포함되고 무급 휴무일 등은 제외된다는 입장입니다(여성고용정책과-1644). 따라서 60일의 기간 중 소정근무일과 유급휴일(주휴일, 공휴일 등)의 일자를 확인하고 확인된 일자는 임금산정기간단위 별로 구분하여 정리합니다.
![60일 중 무급휴무일 유급범위 제외](data:image/png;base64, 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)
60일의 유급액에서 면책금액을 공제합니다.
매 임금산정기간 단위별로 유급일의 개수만큼을 임금으로 지급해야 하나, 출산휴가지원금이 지급되는 한도 내에서 지급의무가 면하므로 해당금품액을 차감하여 지급의무를 확인해야 합니다. 만약 차액분이 없다면 회사에서 지급할 금액은 없으나 차액이 있다면 유급액의 지급의무가 발생합니다.
지급해야 할 금액이 있는 경우에는 총차액분을 일할계산하여 지급하거나 분할하여 지급합니다.
예컨대 60일 동안 회사가 유급으로 처리해야 할 금액이 500만원(예: 50일 × 100,000원)이라면, 2023년 출산휴가급여로 지원되는 지원금이 420만원(210만원 × 2)이므로, 차액인 800,000은 지급의무를 부담합니다. 이 금액은 임금산정기간에 포함된 유급일수에 맞추어 비례지급되는 것이 원칙이나, 실무상 최초 2번의 임금지급일에 균등분배하는 것도 사용가능합니다.
예시로 살펴보기
- 출산휴가기간 : 2023. 1. 5. ~ 2023. 4. 4. (90일)
- 유급기간 : 2023. 1. 5. ~ 2023. 3. 1. (60일)
- 유급기간 중 소정근로일(유급일수): 51일
- 임금산정기간 : 1일~31일
- 임금산정기간 별 유급일수 : 1월(26일), 2월(24일), 3월(1일)
- (60일분) 유급총액 : 5,100,000원(=1일 통상임금 100,000원 × 51일)
- (60일분) 출산휴가급여 지원금액 : 4,200,000원(=210만원 × 2)
- 면제후 유급액 : 900,000원
- 월별 분할지급(비율분배) : 1월(458,824원) 2월(423,529원) 3월(17,647원)
※ 900,000 ÷ 51일(유급일수) × 월별 유급일수(1월 26일, 2월 24일, 3월 1일)
- 월별 분할지급(2개월단위) : 1월 450,000원, 2월 450,000원
월급 일할계산방식으로 계산하는 방법
이 방법은 직원의 1개월 통상임금을 30일분의 유급액이라고 가정하여 계산하는 방법으로, 직원이 1개월 통상임금이 2,612,500원(월 통상임금 산정기준시간 수가 209시간이라 할 때 1일 통상임금 100,000원)이라고 할 때 면책금액인 210만원(2023년 기준)을 제외한 512,500원을 30일분 유급액으로 보고, 1,025,000원을 60일분 유급액으로 지급하는 방식입니다.
이 방법은 앞서와 같이 원칙적은 것은 아니지만, 앞서의 계산방법이 비록 더 정확하고 회사의 인건비 부담감소에 탁월하다는 장점을 갖지만, 이 방법은 직원이나 실무자가 관리하는데 용이하여 실무상 사용되곤 합니다.