안녕하세요?
카페지기 [윤슬]입니다.
2016년의 세번째 출간소식입니다.
이 책은 이전 엑셀 2016 무작정 따라하기의 엑셀 2013 버젼판입니다.
기존 엑셀 2016 무작정 따라하기 책 출간소식이후 제게 2013 버젼에 대해서 여쭤보신 분들이 많이 계시는데 이 책으로 익히시면 되겠습니다.
목차는 아래와 같습니다.
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)
CHAPTER 01
엑셀 2013의 필수 기본기, 탄탄하게
다지기
[환경설정]
SECTION 01 엑셀의 시작은 환경 설정부터!
[NEW] 01 엑셀 2013의 화면 구성
살펴보기
02 엑셀 계산의 첫 단계, 수식 옵션 선택하기
03 한/영 자동 고침 해제하기
04 하이퍼링크 자동 설정
해제하기
05 삽입한 개체를 모두 표시하기
SECTION 02 엑셀 데이터 정확하고 빠르게 입력하기
01 데이터
정확하게 입력하자!
02 [Ctrl], 작업 시간을 확 줄인다!
[우선순위 TOP 08] 03 [Shift], 데이터를 자유자재로
다룬다!
04 [Alt], 선택의 정확도를 높인다!
05 [Shift]+[Ctrl], 범위 선택을 단숨에 끝낸다!
06 빠른
실행 도구 모음, 자주 사용하는 기능만 모아라!
07 다양한 옵션 선택, 마우스 오른쪽 단추를 눌러라!
[핵심! 실무 노트] 파일이
갑자기 종료되어 저장하지 못한 파일 복구하기
CHAPTER 02
데이터 분석의 기초부터 실전까지, 단숨에
익히기
[데이터기초]
SECTION 01 기본 중의 기본, 엑셀 연산자
01 가장 많이 사용하는 산술 연산자 제대로
알기
02 참과 거짓을 판단하는 비교 연산자 제대로 알기
[우선순위 TOP 06] 03 셀 또는 범위를 참조하는 참조 연산자 제대로
알기
04 두 값을 연결하는 텍스트 연결 연산자 제대로 알기
05 셀 참조의 핵심! 혼합 참조 쉽게
이해하기
SECTION 02 엑셀의 다양한 데이터 속성
01 셀 서식 지정 방법 익히기
[우선순위 TOP 07] 02
날짜 데이터에 표시 형식 지정하기
[우선순위 TOP 07] 03 시간 데이터에 표시 형식 지정하기
04 숫자 데이터에 표시 형식
지정하기
05 숫자 데이터에 조건부 표시 형식 지정하기
SECTION 03 데이터 실전, 셀 서식 실무 활용
01 매출
이익률과 백분율 표시하기
02 업무일지의 날짜와 요일을 정확하게 입력하기
03 주민등록번호 뒷자리를 * 기호로 표시하기
04
하이픈 기호(-)로 빈 여백 채우기
05 양수와 음수에 서로 다른 서식 지정하기
SECTION 04 효율적인 데이터 관리
& 분석을 위한 사전 작업
01 틀 고정으로 머리글 항상 표시하기
02 드롭다운 목록으로 데이터 일관성 있게
입력하기
03 이름 정의해 수식 쉽게 입력하기
04 효율적인 데이터 관리를 위해 표 적용하기
05 유효성 검사로 사용자 지정
항목만 입력하기
[리뷰! 실무 예제]
1. 매출을 10만 단위로 표시하고 양수, 음수를 색으로 구분하기
2. 셀 서식 이용해
숫자 데이터에 단위 추가하기
CHAPTER 03
복잡한 빅데이터, 마우스 클릭만으로 분석 끝내기
[데이터분석]
SECTION 01 데이터 분석, 4단계로 끝낸다!
01 데이터 분석 1단계-표 만들기
[우선순위
TOP 01] 02 데이터 분석 2단계-피벗 테이블 만들기
[우선순위 TOP 02] 03 데이터 분석 3단계-목적에 맞는 보고서
만들기
04 데이터 분석 4단계-시각적 이해를 돕는 차트 만들기
SECTION 02 빠르고 쉬운 데이터 분석
기능
[UP] 01 슬라이서로 데이터 분석 결과 빠르게 확인하기
02 시간 표시 막대로 기간별 매출 분석하기
03 슬라이서
연결해 분석 대시보드 만들기
SECTION 03 현장 예제로 익히는 실무 데이터 분석
[우선순위 TOP 03] 01 관할
지역별로 매출 집계표 작성하기
[우선순위 TOP 04] 02 특정 기간별 매출을 비율로 표시하기
[데이터관리]
SECTION 04 효율적인 데이터 관리를 위한 3단계
01 데이터 관리 1단계-표 이름 지정하기
02 데이터 관리 2단계-표
관계 설정하기
03 데이터 관리 3단계-피벗 테이블 보고서 작성하기
SECTION 05 업무 시간 단축을 위한 실무 데이터
관리
[우선순위 TOP 05] 01 피벗 테이블/피벗 차트 마법사 빠르게 실행하기
02 피벗 테이블로 다중 시트 데이터를 하나로
취합하기
03 조건부 서식으로 데이터 시각화하기
04 아이콘 집합으로 지역별 목표 결과 표시하기
[리뷰! 실무 예제] 문자로
입력된 날짜를 정상 날짜로 변환하기
[핵심! 실무 노트]
1. 보고서 인쇄 출력 환경 설정하기
2. 주간 단위로 매출 분석하기
CHAPTER 04
함수 검색 이제 그만! 실무 함수 제대로 익히기
[실무함수]
SECTION 01 꼭
알아야 할 필수 함수
01 목표값과 매출액의 합계 구하기-SUM 함수
02 매출 목표갑의 평균 구하기-AVERAGE 함수
03
피벗 테이블과 함수로 지역별 매출 구하기-GETPIVOTDATA 함수
04 피벗 테이블과 함수로 지역별 판매 횟수
구하기-GETPIVOTDATA 함수
05 목표 대비 매출의 달성 여부 표시하기-IF 함수
SECTION 02 숫자 데이터를
위한 수학/삼각 함수
[우선순위 TOP 15] 01 교육 예산을 만 단위로 반올림, 내림, 올림해 비교하기-ROUND,
ROUNDDOWN, ROUNDUP 함수
02 사용자가 지정한 값을 기준으로 내림하기-FLOOR 함수
03 사용자가 지정한 값을
기준으로 올림하기-CEILING 함수
SECTION 03 날짜 계산 및 기간 경과 관련 함수
01 생년월일을 분리해 표시하고
정년퇴직일 계산하기-YEAR, MONTH, DAY 함수
[우선순위 TOP 20] 02 특정일 기준으로 경과 기간 표시하기-DATEIF
함수
SECTION 04 원하는 정보를 검색하는 찾기/참조 함수
[우선순위 TOP 09] 01 기준표 참고해 대분류와 단가
표시하기-VLOOKUP 함수
[우선순위 TOP 10] 02 매출 기준으로 팀별 성과급 계산하기-VLOOKUP 함수
03 최저 견적
단가 계산해 구매내역서 작성하기-MIN, VLOOKUP 함수
04 교차 형태의 조건표에서 특정 값 검색하기-INDEX-MATCH 함수
SECTION 05 보고서 작성에 효율적인 실무 함수 활용
01 보고서로 작성할 데이터 복사하기
02 데이터의 행/열
바꿔서 교차 보고서 작성하기
03 피벗 테이블 이용해 매출 집계 보고서 작성하기
[우선순위 TOP 11] 04 연도별/분기별 매출
변화 확인하기-GETPIVOTDATA 함수
[리뷰! 실무 예제] 복잡한 함수식, [F9]로 단숨에 이해하기
CHAPTER
05
원하는 정보만 쏙 뽑아주는 데이터 필터 익히기
[데이터필터]
SECTION 01 간단하지만 요긴하게 사용하는 자동
필터
01 자동 필터로 조건에 맞는 데이터 추출하기
02 슬라이서로 특정 직원의 매출 데이터 찾기
SECTION 02
복잡한 조건을 빠르게 처리하는 고급 필터
01 고급 필터로 조건에 맞는 데이터만 추출하기
02 특정 기간 데이터만 필터링하기
[우선순위 TOP 12] 03 특정 기간의 특정 항목 데이터만 필터링하기
[우선순위 TOP 13] 04 논리합(또는) 조건을
만족하는 데이터 필터링하기
05 다른 시트에 고급 필터 결과 표시하기
SECTION 03 고급 필터와 함수 이용해 실무 데이터
편집하기
01 특정 월의 데이터만 필터링하기
[우선순위 TOP 14] 02 두 개의 표에서 중복되지 않는 데이터만
필터링하기
03 특정 기간에 몇 회 이상 판매한 항목만 필터링하기
04 주소록에서 최신 데이터만 필터링하기
[핵심! 실무 노트]
1. 두 개의 표에서 중복된 데이터 필터링하기
2. 수식을 조건으로 사용할 때 수식 입력의 위쪽 셀 비우기
CHAPTER 06
시각적 정보를 한눈에 보여준다! 차트 보고서 작성하기
[정보의시각화]
SECTION
01 셀에 매출추의 나타내는 스파크라인
01 피벗 테이블로 연도별 매출 집계하기
02 팀별 월 매출액 표시하기
03
스파크라인으로 판매추이 곡선과 실적 표시하기
SECTION 02 실무에서 가장 많이 사용하는 이중 축 차트
01 데이터를 표로
만들과 피벗 테이블 생성하기
02 연도별 목표액 검색을 위한 파생 열 만들기
03 데이터 유효성 검사로 특정 연도
검색하기
[우선순위 TOP 16] 04 이중 축 차트로 실적과 대비율 표시하기
05 세로 막대형 차트를 지폐 이미지로 표현하기
06 꺾은선형 차트에 레이블 삽입하기
SECTION 03 금액의 증감을 나타내는 waterfall 차트
01 자산가치
변화를 확인할 하락 및 상승 값 입력하기
02 자산가치 변화 데이터를 waterfall 차트로 시각화하기
SECTION 04
점유율 비교에 효과적인 원형 대 원형 차트
[우선순위 TOP 19] 01 차트 삽입하고 영역 값 지정하기
02 데이터 레이블로
지역과 실적 표시하기
03 원형 차트 조각 분리해 특정 지역 강조하기
04 데이터 시트와 차트 제목 연동시키기
[리뷰! 실무
예제] 매출 분석 차트에 매출 평균선 추가하기
[핵심! 실무 노트] 선택 범위의 첫 번째 열 데이터가 숫자라면 순번으로
나타난다!
CHAPTER 07
고품질 데이터 활용! 오류 최소화하고 분석 업그레이드하기
[데이터활용]
SECTION 01 원하는 데이터만 빠르게 변환하기
01 빠른 채우기 기능으로 데이터 채우기
02 빠른 채우기 기능으로 데이터
변경해 채우기
03 빠른 분석 기능으로 지역별 매출 분석하기
SECTION 02 통계 분석 셀에 매출추의 나타내는
스파크라인
[우선순위 TOP 17] 01 문자 데이터를 날짜 데이터로 수정하기
02 문자 데이터를 숫자 데이터로 수정하기
03
피벗 테이블로 기간별 매출 분석하기
SECTION 03 가상 분석 기능으로 목표값 찾기
01 목표값 찾기로 자동차 구매 견적
산출하기
02 교육 예산 범위에서 만족도 높은 교육만 선별하기
SECTION 04 매출 자료 관리 및 분석
[우선순위
TOP 18] 01 파레토법칙으로 매출 기여도 분석하기-ABC 분석
02 비정상적 데이터 변환 및 팀별 매출 자료 작성하기
03
일괄적으로 매출 목표 상향 조정하기
SPECIAL
무작정 따라하기 독자를 위한 특별부록
[특별부록]
특별부록 01 업무 고스들만 아는 업무 기술 12
01 시트 간 빠르게 이동하기
02 다른 열에 영향 주지 않고 행 삽입 및
삭제하기
03 열 또는 행에 있는 빈 셀 삭제하기
04 두 개의 표에서 변경된 자료만 빠르게 찾기
05 참조 범위가 필요 없는
VLOOKUP 함수 사용하기
06 엑셀 파일에서 이미지 추출하기
07 단체 메일 주소 연결해 한 번에 메일 보내기
08 날자
데이터 빠르게 입력하기
09 문서에 워터마크 삽입하기
10 셀의 오류 표시를 인쇄하지 않기
11 매크로 기록기의 기록
확인하기
12 피벗 테이블을 자동으로 새로 고침하기
특별부록 02 엑셀 온라인 설문 조사 작성 5
01 원드라이브 계정
만들기
02 온라인 설문 조사의 질문 작성하기
03 온라인 설문 조사 공유하기
04 설문 조사 양식 저장하기
05 설문
조사 답변 제출하고 결과 확인하기
특별부록 03 엑셀 온라인 신규 함수 활용 6
01 단체메일 연결 주소 쉽게
만들기-TEXTJOIN 함수
02 성과 이름을 한꺼번에 표시하기-CONCAT 함수
03 조건에 따라 개인 매출 평가하기-IFS
함수
04 업체별 결제일 표시하기-SWITCH 함수
05 부품 단가 중 최대값 나타내기-MAXIFS 함수
06 부품 단가 중
최소값 나타내기-MINIFS 함수
첫댓글 출간을 축하드립니다.~~
감사합니다...!
삭제된 댓글 입니다.
감사합니다...!
2013 버전 출간을 축하합니다.
잘 지내시죠... ^^
감사합니다...!
2013 버전 출간을 축하합니다.
감사합니다...!
오랫만에 방문하여 좋은소식 들었네요.
출간을 축하드립니다.
잘 지내시죠?
올해 가기전에 한번 뵙는걸로... ^^*
@윤슬 예, 꼭 뵈어요.
출간 축하 드립니다.
[배우자영어]님도 올해가기전에 한번 뵙는걸로... ^^*
출간 너무넘 축하드립니다
오랫만에 들어와 2013 능력자 둘다 주문 넣었네요~~ 축하드립니다
축하드려요
축하드려요
참 많은 기능이 있네요.
감사합니다!!
축하드립니다^^