1 Number Systems Decimal Number Binary Number System
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![ස ඛ 1. දශමය ය පදධත ස ඛ ය (Number Systems( පදධතය (Decimal Number ස ඛ 1. දශමය ය පදධත ස ඛ ය (Number Systems( පදධතය (Decimal Number](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-6.jpg)
ස ඛ 1. දශමය ය පදධත ස ඛ ය (Number Systems( පදධතය (Decimal Number පදධත ය )Binary Number System) 2. දවමය ස ඛ ය System) 3. අෂටමය System) පදධත ICT_NCC_DILINI_CHANDIMA ය )Octal Number 6
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1. දශමය ස ඛ ය පදධතය )Decimal Number System) ICT_NCC_DILINI_CHANDIMA 7
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දවමය සථ නය අගයන ICT_NCC_DILINI_CHANDIMA 9
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2 25 2 12 2 6 2 3 2 1 0 0 1 1 ICT_NCC_DILINI_CHANDIMA 12
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2 15 2 7 2 3 2 1 0 1 1 ICT_NCC_DILINI_CHANDIMA 13
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2 132 2 66 2 33 2 16 2 8 2 4 2 2 2 1 0 0 0 0 1 ICT_NCC_DILINI_CHANDIMA 14
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2 74 2 37 2 18 2 9 2 4 2 2 2 1 0 0 1 ICT_NCC_DILINI_CHANDIMA 15
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ICT_NCC_DILINI_CHANDIMA 18
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ICT_NCC_DILINI_CHANDIMA 19
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ICT_NCC_DILINI_CHANDIMA 20
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ICT_NCC_DILINI_CHANDIMA 21
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අෂටමය සථ නය අගයන ICT_NCC_DILINI_CHANDIMA 23
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ICT_NCC_DILINI_CHANDIMA 25
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8 75 8 9 8 1 0 3 1 1 ICT_NCC_DILINI_CHANDIMA 27
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8 356 8 44 8 5 0 4 4 5 ICT_NCC_DILINI_CHANDIMA 28
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8 132 8 16 8 2 0 0 0 2 ICT_NCC_DILINI_CHANDIMA 29
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8 426 8 53 8 6 0 2 5 6 ICT_NCC_DILINI_CHANDIMA 30
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ICT_NCC_DILINI_CHANDIMA 33
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ICT_NCC_DILINI_CHANDIMA 34
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ICT_NCC_DILINI_CHANDIMA 35
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ICT_NCC_DILINI_CHANDIMA 36
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39 ICT_NCC_DILINI_CHANDIMA
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40 ICT_NCC_DILINI_CHANDIMA
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41 ICT_NCC_DILINI_CHANDIMA
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42 ICT_NCC_DILINI_CHANDIMA
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45 ICT_NCC_DILINI_CHANDIMA
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46 ICT_NCC_DILINI_CHANDIMA
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47 ICT_NCC_DILINI_CHANDIMA
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48 ICT_NCC_DILINI_CHANDIMA
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ICT_NCC_DILINI_CHANDIMA 51
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16 105 16 6 9 6 0 ICT_NCC_DILINI_CHANDIMA 54
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16 556 16 34 16 2 0 C 2 2 ICT_NCC_DILINI_CHANDIMA 55
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16 343 16 21 16 1 0 7 5 1 ICT_NCC_DILINI_CHANDIMA 56
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16 63 16 3 F 3 0 ICT_NCC_DILINI_CHANDIMA 57
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ICT_NCC_DILINI_CHANDIMA 59
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61 ICT_NCC_DILINI_CHANDIMA
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62 ICT_NCC_DILINI_CHANDIMA
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ICT_NCC_DILINI_CHANDIMA 66
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ICT_NCC_DILINI_CHANDIMA 67
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![3. 3125ස ඛ ය ව දවමය 0 1 ස ඛ ය වකට හරවනන. 0. 3. 3125ස ඛ ය ව දවමය 0 1 ස ඛ ය වකට හරවනන. 0.](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-71.jpg)
3. 3125ස ඛ ය ව දවමය 0 1 ස ඛ ය වකට හරවනන. 0. 3125. 625. 50. 00 x 2 X 2 ICT_NCC_DILINI_CHANDIMA 71
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![17. 78125ස ඛ ය ව අෂටමය ස ඛ 6 2 ය වකට හරවනන. 0. 17. 78125ස ඛ ය ව අෂටමය ස ඛ 6 2 ය වකට හරවනන. 0.](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-74.jpg)
17. 78125ස ඛ ය ව අෂටමය ස ඛ 6 2 ය වකට හරවනන. 0. 78125. 25 00. x 8 ICT_NCC_DILINI_CHANDIMA 74
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![ස ඛ ය ව MSD LSD 2436. 5 34. 456 0. 023450 0034. 004 ස ඛ ය ව MSD LSD 2436. 5 34. 456 0. 023450 0034. 004](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-76.jpg)
ස ඛ ය ව MSD LSD 2436. 5 34. 456 0. 023450 0034. 004 225. 0060 ICT_NCC_DILINI_CHANDIMA 76
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ස ඛ ය ව 2436. 5 34. 456 0. 023450 0034. 004 225. 0060 MSD LSD 2 3 2 5 6 5 4 6 ICT_NCC_DILINI_CHANDIMA 77
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![ලකණ න ලත නඛල ස ඛ Integers ) ය (Unsigned ICT_NCC_DILINI_CHANDIMA 79 ලකණ න ලත නඛල ස ඛ Integers ) ය (Unsigned ICT_NCC_DILINI_CHANDIMA 79](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-79.jpg)
ලකණ න ලත නඛල ස ඛ Integers ) ය (Unsigned ICT_NCC_DILINI_CHANDIMA 79
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![දශමය ස ඛ ය ව (Decimal Number) දවමය ස ඛ ය ව (Binary Number) දශමය ස ඛ ය ව (Decimal Number) දවමය ස ඛ ය ව (Binary Number)](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-85.jpg)
දශමය ස ඛ ය ව (Decimal Number) දවමය ස ඛ ය ව (Binary Number) ද ක හ අනපරකය (2’s Complement) 4 00000100 10 00001010 14 00001110 ICT_NCC_DILINI_CHANDIMA 85
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![දශමය ස ඛ ය ව (Decimal Number) එක හ දවමය ස ඛ ය ව දශමය ස ඛ ය ව (Decimal Number) එක හ දවමය ස ඛ ය ව](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-87.jpg)
දශමය ස ඛ ය ව (Decimal Number) එක හ දවමය ස ඛ ය ව අනපරකය (1’s (Binary Number) Complement) ද ක හ අනපරකය 2’s Complement) -4 11111011 00000100 11111011 +1 11111100 -10 11110101 +1 11110110 00001010 11110101 ICT_NCC_DILINI_CHANDIMA 87
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ICT_NCC_DILINI_CHANDIMA 88
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![දවමය ස ඛ ය අඩ කරම 2’s complement of 10 11110101 +1 0001 + දවමය ස ඛ ය අඩ කරම 2’s complement of 10 11110101 +1 0001 +](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-90.jpg)
දවමය ස ඛ ය අඩ කරම 2’s complement of 10 11110101 +1 0001 + 11110110 (1)00000111 11110110 90
![2’s complement of 5 11111010 +1 11111011 + 00001010 (1)00000101 11111011 91 2’s complement of 5 11111010 +1 11111011 + 00001010 (1)00000101 11111011 91](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-91.jpg)
2’s complement of 5 11111010 +1 11111011 + 00001010 (1)00000101 11111011 91
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![ක තක දශම (Binary Coded Decimal. BCD) දවමය BCD 0000 0001 0010 0011 0100 ක තක දශම (Binary Coded Decimal. BCD) දවමය BCD 0000 0001 0010 0011 0100](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-97.jpg)
ක තක දශම (Binary Coded Decimal. BCD) දවමය BCD 0000 0001 0010 0011 0100 0101 0110 0111 1000 1001 දශමය 0 2 3 4 5 6 7 8 9 1 ICT_NCC_DILINI_CHANDIMA 97
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![ICT_NCC_DILINI_CHANDIMA 104 ICT_NCC_DILINI_CHANDIMA 104](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-104.jpg)
ICT_NCC_DILINI_CHANDIMA 104
![වසත ත දවමය ක තක දශම (EBCDIC) ICT_NCC_DILINI_CHANDIMA 105 වසත ත දවමය ක තක දශම (EBCDIC) ICT_NCC_DILINI_CHANDIMA 105](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-105.jpg)
වසත ත දවමය ක තක දශම (EBCDIC) ICT_NCC_DILINI_CHANDIMA 105
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![යනක ත (UNICODE) ICT_NCC_DILINI_CHANDIMA 107 යනක ත (UNICODE) ICT_NCC_DILINI_CHANDIMA 107](http://slidetodoc.com/presentation_image_h/b83a1c41a3e1f41fa37adf1d61952d72/image-107.jpg)
යනක ත (UNICODE) ICT_NCC_DILINI_CHANDIMA 107
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115
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- Slides: 119