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Скачать или смотреть Binary multiplication and division in bangla | For HSC I.C.T and Class 8 (math chapter 9)

  • Edu bd Online
  • 2024-02-16
  • 444
Binary multiplication and division in bangla | For HSC I.C.T and Class 8 (math chapter 9)
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Описание к видео Binary multiplication and division in bangla | For HSC I.C.T and Class 8 (math chapter 9)

Video title : Binary multiplication and division in bangla For HSC I.C.T and class 8 math (chapter 9) named "Binary Shonkha Poddhoti" ) According to the new syllabus of 2024

Video Creator : Sazzadur Rahman ( B.Sc. Hons in Information and Communication Engineering , University of Rajshahi )

এই ভিডিও প্লে লিস্ট এ ৮ম শ্রেণী 2024 সাল এর গণিত বই এর বাইনারি সংখ্যা পদ্ধতি নিয়ে আলোচনা করা হয়েছে এবং বই এর সমস্যা গুলোর সমাধান দেওয়া হয়েছে l

Binary division and multiplication are fundamental operations in binary arithmetic, commonly used in computer science and digital electronics. Here's a brief overview of each:

1. *Binary Division:*
Divide the dividend (the number being divided) by the divisor (the number by which it is divided).
Similar to decimal division, but with the binary numeral system (base-2).
Repeat subtraction or bit shifting to determine the quotient and remainder.
The process involves aligning the divisor with the most significant bits of the dividend, and then subtracting multiples of the divisor until the remainder is less than the divisor.
This process continues until the entire dividend has been processed.
Example: Dividing 1011 (dividend) by 11 (divisor) would yield a quotient of 11 and a remainder of 10.

2. *Binary Multiplication:*
Multiply two binary numbers together.
Also similar to decimal multiplication but using the binary numeral system.
It involves multiplying each digit of one binary number by each digit of the other binary number and adding the results.
Similar to long multiplication in the decimal system.
Example: Multiplying 101 (binary) by 11 (binary) would yield a result of 1111 (binary), as follows:

```
1 0 1 (101)
× 1 1 (11)
___________
1 0 1 (101) --- partial product (shifted left by 0)
0 0 0 0 (0000) --- partial product (shifted left by 2)
___________
1 1 1 1 (1111) --- sum of partial products
```

Binary multiplication and division can be implemented in hardware circuits or algorithms in software. They are essential for various computational tasks in digital systems.



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