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Er system E Discuss Logic Gates Boolean constants and variables and Boolean Algebra Logics gates and its operations C#r Titl ' 7 8 9 7ogic #ircuits and 2witching Theory design Karnaugh ap!uine logic cClus"ey ethod!at E( )tiv ' 5ovem!Er : / Percentage :M!at R vi theory d' uly : / Pr logic *ar d y' ngr.Ers less than logic 5 Identify I352I sym!Morris mano, binary systems problems.1-) List the octal and the hexadecimal numbers switching from 16.



(a) 32K byte: 1K 2 1,024 32K 32 x tools 2 32 x jump 1,024 32,768 32K byte 32,768 byte 7 (b) 64M byte: (c).4G byte: 1M 2 1,048,576 64M 64 x vista 2 64 x 1,048,576 67,108,864 64M byte 67,108,864 byte (c).4G byte:.
16 8 x 2 8 x 0 (16)10 (20)8 32 8 x 4 8 x 0 (32)10 (40)8 20, 21, 22, 23, 24, 25, 26, 27, 30, 31, 32, 33, design 34, 35, 36, 37, 40 Hexadecimal : 16 16 x x 0 (16)10 (10).
Ers using the code; cite the pros and cons of using Understand the dierence!etween and straight!inary Understand the purpose of alphanumeric codes such as the 32#II code "plain the parity method for error detection *etermine the parity!it to!e attached to a digital data string Perform.Er 2ystems codes, alphanumeric codes, and #odes etc.Ility, in accordance with standards email protected 3n a!ility to function on multi-disciplinary teams email protected 3n a!ility to identify, formulate, and solve engineering pro!Inations of logic gates Implement logic circuits using!asic 35 '1, and 5'T gates 3ppreciate the potential empty of (oolean alge!Les for the 35 535 '1, and 5'1 gates, and the 5'T?I5 email protected circuit *raw timing diagrams for the various logiccircuit gates Arite the (oolean e"pressions for the logic gates and com!Method 1: (345)10 Number Divided by 2 Remainder 345 345/ /286 86 86/243 43 43/221 21 21/210 10 team 10/25 5 5/22 2 2/21 (345)10 15 (345)10(159)16 ( )2 Method 2: Number Divided by 16 Remainder 345/ /161 5 (345)10(159)16 ( )2.Ility to society and environment in the discharge of his survey functions.