[2일차] Ch2_VBA 원데이 챌린지 공부 기록

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오늘도화이팅!
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2024-10-27 20:37
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🔥 실습 예제과 함께 공부하는 모습을 함께 올려보세요!
(마우스 드래그 & 스크린샷+붙여넣기로 편리하게 그림을 넣을 수 있습니다)

[2일차]

▶ Set : 개체 변수를 다른 값으로 할당할 때 사용

▶ For Each 개체 to 개체모음
' 개체를 활용한 작업
Next

▶ 특정 시트의 셀로 이동할 때의 셀주소는
'시트명'!셀주소

예) 'Sheet1'!A1 , '1월매출'!B2

 

✍ 스스로 점검하기 :
이번 수업에서 알아본 내용을 아래에 제시된 목차에 따라 자유롭게 복습합니다.

• 실무에서 자주 사용되는 데이터 타입은 "String, Long, Double, Boolean" 입니다. 아래 표의 빈칸을 채워보세요.

· 논리값(True/False) : Boolean
· 문자 : String
· 숫자(정수) : Long
· 숫자(모든숫자) : Double

• 다음 문장의 빈 칸을 채운 후, VBA 변수 중 기본 변수(숫자, 문자)와 개체 변수의 차이점을 간략히 정리합니다.

VBA 코드에서 "○○○"은 개체 변수를 할당할 때 사용합니다. => Set
* "기본 변수"는 숫자, 문자 등의 일반 데이터를 의미하고, "개체 변수"는 시트, 범위, 파일 등 개체를 참조하는 변수입니다. 

• 다음 코드 흐름을 참고하여, 시트의 A1 셀부터 A10 셀까지 순차적으로 1에서 10까지의 값을 입력하는 매크로를 완성하세요.

Sub FillNumber()
 
Dim i As Long 
 
For i = 1 To 10
' 여기에 코드를 작성하세요
   <span style="color: #ff0000;">Range("A" & i).Value = i</span>
Next
 
End Sub
 
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" />

• 다음 코드 흐름을 참고하여, 통합문서의 모든 시트를 돌아가며 시트 이름 뒤에 "-완료"를 추가하는 매크로를 완성하세요.

Sub AddSheetTails()
 
Dim WS As WorkSheet
 
For Each WS in ThisWorkbook.WorkSheets
' 여기에 코드를 작성하세요
     <span style="color: #ff0000;"> WS.Name = WS.Name & "-완료"</span>
Next
 
End Sub

 

<2일차 끝!>

 

 

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