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)
– Công dụng hàm Len: Để đo độ dài của chuỗi ký tự bất kỳ bạn có thể sử
dụng hàm LEN trong Excel, hàm này trả về độ dài chính xác của chuỗi ký tự từ
đó bạn có thể thực hiện những yêu cầu bạn muốn.
– Cú Pháp:LEN (text)
– Trong Đó:
Text: là chuỗi ký tự
– Chức Năng: Trả về giá trị là độ dài của chuỗi ký tự, kể cả ký tự khoảng trống.
Ví dụ :
Đo độ dài của chuỗi “University of Da Nang”.
Công thức tính sẽ là: =LEN (“University of Da Nang”) = 21.
Xem thêm: Khóa học Excel 2010 trong 10 giờ giúp bạn ứng dụng và thành thạo
các hàm cơ bản trong Excel
7. Hàm CONCATENATE: Hàm nối các chuỗi ký tự
– Công dụng hàm CONCATENATE: Hàm CONCATENATE giúp kết hợp nội
dung của các ô với nhau. Ví dụ, bạn muốn kết hợp các ô tên, tên đệm, họ thành
một ô thể hiện tên gọi hoàn chỉnh, bạn sử dụng hàm CONCATENATE và di
chuyển đếm các ô cần kết hợp là có kết quả như mong muốn. Để tạo khoảng cách
hoặc dấu chấm, dấu phẩy,… giữa các ô kết hợp, bạn chỉ việc đưa dấu chấm, dấu
phẩy, để trống,… vào dấu ngoặc kép.
– Cú Pháp: CONCATENATE (text 1, text 2, …)
– Trong Đó:
Text 1: là chuỗi thứ 1. Bắt buộc.
Text 2 …: tùy chọn. Có thể lên đến tối đa 255 chuỗi. Các chuỗi phải được
phân tách nhau bởi dấu phẩy.
– Chức Năng: Dùng để ghép nối các chuỗi văn bản thành một chuỗi duy nhất. Các
chuỗi được nối có thể là số, văn bản, ô tham chiếu.
Hàm CONCATENATE trong excel, hàm cơ bản trong excel