Ngày đăng: 2023-05-02 06:43:39
Mục lục
1. Cấu trúc vòng lặp for
Sử dụng vòng lặp for
cho chúng ta biết trước số lần lặp của lệnh hoặc khối lệnh. Ta hoàn toàn xác định được số lần lặp lại của lệnh hay đoạn lệnh trong phần thân của vòng lặp. Vì thế đây là một vòng lặp được sử dụng khá linh hoạt và thường xuyên trong các ngôn ngữ lập trình nói chung và C# nói riêng.
Cú pháp sử dụng vòng lặp for
như sau:
for ([ phần khởi tạo] ; [biểu thức điều kiện]; [bước lặp])
{
<Câu lệnh thực hiện>
}
|
Trong đó:
- Phần khởi tạo là chứa đoạn mã khởi tạo giá trị, đoạn lệnh này sẽ được chạy đầu tiên và chỉ được gọi một lần duy nhất trong vòng đời của vòng lặp.
- Biểu thức điều kiện là biểu thức logic trả về kết quả
true
hoặc fasle
, nếu chúng ta bỏ trống thì kết quả của biểu thức điều kiện được hiểu là true
.
- Bước lặp là bước nhảy của biến khởi tạo sau mỗi lần lặp.
Lưu ý:
- Trong vòng lặp for có thể thiếu sự góp mặt của các biểu thức, tuy nhiên dấu ; bắt buộc phải có.
- Mỗi phần khởi tạo, biểu thức điều kiện hoặc bước nhảy có thể có nhiều hơn một biểu thức. Vậy các biểu thức phải đặt cách nhau bởi dấu , và được thực hiện từ trái sang phải.
Vòng đời của một vòng lặp for được chạy như sau:
![](data:image/png;base64,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)
- Bước 1: Đầu tiên phần khởi tạo được chạy trước tiên.
- Bước 2: Sau đó đến biểu thức điều kiện. Nếu biểu thức điều kiện đúng thì thực hiện bước 3, nếu sai thì kết thúc vòng lặp.
- Bước 3: Thực hiện các câu lệnh trong thân của vòng lặp.
- Bước 4: Thực hiện các lệnh trong bước nhảy, và quay lại bước 2.
Một ví dụ nhỏ dùng vòng lặp for
:
Hãy tính tổng từ 1 đến 5 bằng cách dùng vòng lặp.
using System;
using System.Collections.Generic;
using System.Linq;
using System.Text;
namespace thuanhoaonline
{
class thuanhoaonline
{
static void Main( string [] args)
{
int tong = 0;
for ( int i = 1 ;i<=5;i++ )
tong += i;
Console.WriteLine( "\n\ntong cac so tu 1 den 5 la {0}" , tong);
Console.ReadKey();
}
}
}
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Biên dịch và chạy chương trình sẽ cho kết quả:
![](data:image/png;base64,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)
Giải thích:
- khởi tạo biến
i = 1
, biến i <=5
nên thực hiện cộng tong = tong +i;
- Tăng i lên 1 đơn vị và kiểm tra. lúc này
i = 2
và i<=5
nên vẫn thực hiện tong = tong + i;
- Tương tự tăng i thêm 1 đơn vị giá trị của i lần lượt là 3,4,5 và thực hiện
tong = tong +i;
- Khi tăng i lên đến 6 thì ta thấy điều kiện không thỏa (i<=5) cho nên thoát khỏi vòng lặp
- Hiển thị biến
tong
ra màng hình với câu lệnh Console.WriteLine();
2. Ví dụ
Cho bài toán: in dãy số từ 0 đến 50 ra màn hình console.
using System;
using System.Collections.Generic;
using System.Linq;
using System.Text;
namespace thuanhoaonline
{
class thuanhoaonline
{
static void Main( string [] args)
{
for ( int i = 0; i <= 50; i++)
Console.Write(i+ " " );
Console.ReadKey();
}
}
}
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Biên dịch chương trình sẽ cho kết quả:
![](data:image/png;base64,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)
Vì nó hoạt động khá đơn giản nên mình sẽ không giải thích nhé.
Ở ví dụ sau đây mình sẽ cho các bạn sử dụng hai vòng lặp for lồng với nhau. Hãy xem có gì thú vị nhé:
In ra màn hình ma trận gồm 9 dòng và mỗi dòng bắt đầu từ 0 đến 9:
using System;
using System.Collections.Generic;
using System.Linq;
using System.Text;
namespace th
{
class th
{
static void Main( string [] args)
{
for ( int i = 0; i <= 9; i++)
{
for ( int j = 0; j <= 9; j++)
Console.Write(j+ " " );
Console.WriteLine( "\n" );
}
Console.ReadKey();
}
}
}
|
Biên dịch chương trình ta được:
![](data:image/png;base64,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)
mình xin giải thích nhé:
- Bước 1: Vòng for bên ngoài khởi tạo biến
i = 0
và i<=9
nên sẽ sang bước 2.
- Bước 2: Vòng for thứ hai khởi tạo biến
j = 0
và in ra giá trị của biến j.
- Bước 3: Tăng giá trị của biến j lên 2,3,4,5,6,7,8,9 và in giá trị của biến j ra màn hình.
- Bước 4: Khi biến j tăng đến 10 thì thoát vòng for và thực hiện dòng lệnh xuống dòng.
- Bước 5: Tăng giá trị của i lên 2 và tiếp tục thực hiện sang bước 2.
- Đến khi biến
i = 10
thì kết thúc và thoát khỏi cả hai vòng lặp.