오빠두엑셀 `2026 무료 챌린지` 오픈! 완주하고 수료증 받아가세요!
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진짜쓰는실무엑셀
sumifs 함수 사용시 조건식에서 month 함수 오류
알면서
Lv.9
📅 2024년 02월 10일 08:43
👁 조회 1,361
엑셀버전
M365
OS버전
윈도우10
안녕하세요~ 고수님들의 도움을 구하고자 글을 올립니다.
sumifs 함수 사용시 조건식에서 month함수의 조건을 사용하여 합을 구하고자 하는데 다음과 같이 식을 넣으면 수식 오류가 납니다. sumproduct 함수로 할수 있지만 sumifs함수로 해보고 싶습니다.
알려주세요~
📁 첨부파일
📄 통합-문서1.xlsx
(12 KB)
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[Q&A]
sumifs 함수 사용시 조건식에서 month 함수 오류
(2)
02-10
[Q&A]
간단한 단축히 하나만 여쭤볼께요~ 이름상자 바로 가지 단축키가 뭘까요?(ctrl+f3)말구요
(1)
07-09
[Q&A]
피벗테이블 기타 정렬 순서 추가 문의
(2)
06-06
[자게]
지난 주 토요일(3.24.) 라이브 강의 예제파일 공유 부탁드립니다.
(3)
03-27
[Q&A]
index match 함수 활용시 동일조건에서 여러 값을 계속 나오게 할 수 있는 수식 만들기 (도와주세요!!)
(2)
03-07
[자게]
아네 잘 받았습니다. 제가 이번주에 작성할 파일이 있어 급하게 글을 올렸네요~ 너무 감사드리구요 별건 아니지만 답례했으니 메일 꼭 확인 부탁드려요~~
03-27
[Q&A]
잘되네요~ 감사합니다. 잘 활용하겠습니다~
03-26
[자게]
저두 오늘에야 3회차 들었는데 자료 꼭 공유받고 싶습니다.
03-26
[Q&A]
해보니 잘 됩니다. 감사합니다. left함수 사용시 꼭 (a4,1)이렇게 안해도 되는 건가요?
06-14
[Q&A]
정말 감사합니다. 해보니 잘 됩니다. ^^
06-14
삭제됨
사용자가 삭제한 댓글입니다.
2024.02.10
츠츠˘
Lv.30
표형식 그대로 반영해보았습니다. 참고해주십시요.
=SUMPRODUCT((MONTH(표2[일자])=--LEFT($I4,1))*(표2[거래처]=J$3)*(표2[매출합계]))
표형식 그대로 반영해보았습니다. 참고해주십시요.<br /> =SUMPRODUCT((MONTH(표2[일자])=--LEFT($I4,1))*(표2[거래처]=J$3)*(표2[매출합계]))<br /> <br /> <img src="data:image/png;base64,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" />
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구글 시트에서 googlefinnace 함수 관련 초보 질문 드립니다
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조건에 맞는 글자 나타나게 하기
[2]
꿈꾸는집사
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111
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감사합니다 자시 공부시작하려구요 LM. 보고서요
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도움 요청드립니다. 50대 중반에 엑셀이 너무 힘드네요
[2]
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[10]
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countif에서 시간값을 가져올때
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라이브 강의에서 만든 리본 메뉴 드롭다운 메뉴 한 번 클릭 후 다시 클릭이 안됨
suil****
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FILTER 함수를 엑셀 2016 버전으로 사용할 수 있게 함수로 변경 문의드립니다.
[2]
Miss쾌남
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엑셀 매크로 설정이 안되네요
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[도움 절실] 도와주세요항목에 따른 배점으로 변환하는 방법
처음처럼1
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4만행 이상 데이터는 파워쿼리 사용할 수 없나요?
[4]
띠뛰빠빵
2026.05.09
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186
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피벗테이블 대분류 비어있음 해결하고싶어요
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2026.05.07
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주차별 매출계획 변동내역 분석 과정에서 문의드립니다!
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다른시스템에 복붙할때 글꼴색이 안바뀌는 현상..
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jihye****
2026.05.06
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207
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글꼴색 버튼 비활성화되었을 때 해결방법좀 찾아주세요! ><
[1]
jihye****
2026.05.06
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184
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엑셀 함수식 오류 문의드립니다
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카카오떡
2026.05.04
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244
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중복값이 있는 상황에서 평균 구하기(대금회수일 평균)
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2026.05.03
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취소
=SUMPRODUCT((MONTH(표2[일자])=--LEFT($I4,1))*(표2[거래처]=J$3)*(표2[매출합계]))