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## 8086 Data Addressing ModesPosted by: seminar class Created at: Tuesday 15th of February 2011 04:21:45 AM Last Edited Or Replied at :Tuesday 15th of February 2011 04:21:45 AM | addressing modes in 8086 microprocessor ppt ,
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ited the addressing modes of 8085, we shall nowfocus on the addressing modes of 8086 processor. Both 8085 and 8086 have some of these common dataaddressing modes:Immediate Addressing ModeDirect Addressing ModeRegister Addressing Mode 8086 processor has some additional features like:Additional registers, Extra Segment (ES) and Stack Segment (SS) Addressable physical memory of 1Mb (8085 has 64Kb) These features have an impact on the addressing modes of 8086. The general addressing modes of 8086 processor therefore can be classified as:Data Addressing Modes – This mode is related .................. [:=> Show Contents <=:] | |||

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## 8086 Data Addressing ModesPosted by: seminar class Created at: Tuesday 15th of February 2011 04:21:45 AM Last Edited Or Replied at :Tuesday 15th of February 2011 04:21:45 AM | addressing modes in 8086 microprocessor ppt,
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tations The addressing modes of 8085 processor are: Immediate Addressing Mode Direct Addressing Mode Indirect Addressing Mode Register Addressing Mode Implied Addressing Mode Classification of Addressing Modes of 8086 ProcessorHaving revisited the addressing modes of 8085, we shall nowfocus on the addressing modes of 8086 processor. Both 8085 and 8086 have some of these common dataaddressing modes:Immediate Addressing ModeDirect Addressing ModeRegister Addressing Mode 8086 processor has some additional features like:Additional registers, Extra Segment (ES) and Stac.................. [:=> Show Contents <=:] | |||

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ly common positive integer factor is one. 4- Select any integer e such that gcd (ÃƒËœ(n),e)=1; 1 < e < ÃƒËœ (n). Note:- Gcd means greatest common divisor. The gcd of any two positive integers can be calculated with the help of Euclidâ„¢s algorithm which is as under â€œ EUCLID (a, b) 1. A a; B b 2. if B=0 return A = gcd (a, b) 3. R = A mod B 4. A B 5. B R 6. goto 2 5- calculate the value of d â€œ de = 1 mod ÃƒËœ(n) or d = e^-1 mod ÃƒËœ(n) In calculation of Ëœdâ„¢ we need the multiplicative inverse of Ëœeâ„¢ modulo ÃƒËœ(n) . We kn.................. [:=> Show Contents <=:] |

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