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CE 213: DIGITAL LOGIC AND DESIGN 11. Determine the minimum expression for each k map in the following figures. 0 1 B 1 1 001 1 01 01 1 011 01 1 1 . 11 11 11 11 1 1 10 10 1 10 10 0 12. Use the K map method to implement the simplest SOP expression for the logic function specified in the following Table. CD CD CD CD A'B' 0 0 1 A'B 0 0 I10 AB x x x x AB 1 bd 0 13.Simplify the expressions below using K map. a. y = (C+D) +CD + ABC + ABCD + ACD b. x = ABCD) + ABD + BCD C. z = [AB(C+BD) + BJC 14.Use a Karnaugh map to minimize the following standard SOP expression: ABC+BC+ABC+ABC+ABC 6. Develop a logic circuit with four input variables (A, B, C, and D) that will only produce a 1 output when exactly three input variables are 1s. 7. A four-bit binary number is represented as A3A2A1A0 where A3, A2, A1 and AO represent the individual bits and AO is equal to the LSB. Design a logic circuit that will produce a HIGH output whenever the binary number is greater than 0010 and less than 1000. 8. Determine the minimum expression for each K map for the following figure. c c CD CD CD con ABT CD CD CD col 11 0 || 1 AB AB 1 AB 0 0 AB 110 0 0 ABO 0 ABO001 AB 0 0 0 0 AB 0 AB 00111 1 AB 11 0 1 AZX (a) Ic! 9. Determine the minimum expression for each K map for the following figures. CD CD CD CD CD CD COCO AB AB AB 1 1 1 1 0 AB 1 1 0 0 AB o O 0 AB 0 AB 0 0 0 ABO 0 O 0 AB 0 ABOO 1 AB 10 1 AB e c 10.Simplify the expressions below using K map. *= ABC + ABC + ABC + ABC + ABC y=(C+ D+ ACD + ABC + ABCD + ACD * AB (CD) + ABD + BCD