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Understanding Boolean Algebra: Theoretical Concepts for Higher Secondary Students

This presentation provides an overview of Boolean Algebra essential for Higher Secondary Computer Education classes. Designed for 1st-year students at Khanjahan Ali College, Bagerhat, it covers foundational concepts from Chapter 4 of the syllabus, including OR and AND operations, and the Boolean Theorem. Each slide delivers concise notes and examples to facilitate learning and comprehension, making complex ideas accessible to students. Presented by Md. Mostafizur Rahman, this slideshow serves as a valuable educational resource for aspiring computer scientists.

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Understanding Boolean Algebra: Theoretical Concepts for Higher Secondary Students

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  1. A Short Note For Lecturer Slide Show Institute : Khanjahan Ali College, Bagerhat Subject : Computer Education (Theoretical) Class : Higher Secondary, 1st Year Chapter : 4, Part 1, Boolean Theorem Font : Sutonny MJ, Arial, Times New Roman Slides : 9 Navigation : (→↓ Next), (← Previous), (Esc Close) Presented By Md. MostafizurRahman Lecturer, Computer Education Contact No: +8801718976860, +8801915566977 E-Mail : mostafiz2000@gmail.com

  2. Boolean Algebra 1847 George Boole 1st Year, Chapter 4

  3. Aa¨vq 4 : wWwRUvj jwRK eywjqvb ¯^Ztwm× OR Operation AND Operation 1st Year, Chapter 4

  4. eywjqvb Dccv`¨ 1 5 2 6 3 7 4 8 1st Year, Chapter 4

  5. eywjqvb Dccv`¨ 09 10 wW giM¨vb Dccv`¨ 11 12 1st Year, Chapter 4

  6. m~Î cÖgvb If A=1 Then Ā=0, A+Ā= 1+0=1 If A=0 Then Ā=1, A+Ā= 0+1=1 A+Ā= 1 ; Proved 1st Year, Chapter 4

  7. m~Î cÖgvb R.H.S = (A+B)(A+C) = A+AB+AC+BC [A.A=A] = A(1+B+C)+BC = A+BC [1+A=1] = L.H.S  R.H.S= L.H.S, Proved 1st Year, Chapter 4

  8. divmx MwYZwe` wW giM¨vb 1st Year, Chapter 4

  9. A B A B A+B A+B A+B AB AB AB 0 0 1 1 0 1 1 0 1 1 0 1 1 0 1 0 1 0 1 0 1 0 0 1 1 0 1 0 1 0 1 1 0 0 1 0 0 1 0 0 wW giM¨vb Dccv`¨ cÖgvb 1st Year, Chapter 4

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