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Digital Logic Circuits

Laws Of Boolean Algebra

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Laws Of Boolean Algebra The Laws Of Boolean Algebra is provided here. OR A + 0 = A A + A' = 1 A + B = B + A A (B + C) = AB + AC A + A = A A + 1 = 1 A + AB = A A + (B + C) = (A + B) + C A'' = A AND  A . 1 = A A . A' = 0 A . B = BA A + BC = (A + B) (A + C) A . A = A A . 0 = 0 A (A + B) = A ,     ( AA+ AB = A, A + AB = A) A (BC) = … [Read more...] about Laws Of Boolean Algebra

Code conversions | Excess-3 to BCD converter

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Excess-3 to BCD converter In this post on code conversions, we are going to see Excess-3 to BCD converter using k map technique.  K-map If you are unfamiliar with this topic, have a look to the Study of Logic Gates. Excess 3 -> BCD converter Excess-3 to BCD converter:                              EXCESS-3 INPUT                                 BCD … [Read more...] about Code conversions | Excess-3 to BCD converter

Code converter | BCD to Excess-3 converter

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BCD to Excess-3 converter In this post on a code converter, we are going to see BCD to Excess-3 converter using the k-mapping technique. If you are new to this topic BCD to Excess-3 Converter, better have a look on to Study of Logic Gates.  BCD to Excess-3 using K-map.   BCD to Excess-3 conversion:                              BCD … [Read more...] about Code converter | BCD to Excess-3 converter

Code Conversion | Gray code to binary converter

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Code Conversion, Gray code to binary converter In this post on a code conversion, we are going to see Gray code to binary conversion using the k-mapping technique. If you are seeing this topic for the first time, I suggest you have a look at Binary to Gray code conversion. before reading this Gray code to binary converter topic. Gray code to binary using k map Also read: … [Read more...] about Code Conversion | Gray code to binary converter