Please i need just the answer and be the answer clear

THX

15 23 Using K-map concept ind A B CP 10 11 01 00 WX YZ D c B DO G F E 01 1 11 PL M 10 K J N WXYZ A WXYZB WXYZ.C WXYZ.D WXYZE WXYZF WXYZ 'WXYZ WXYZ WXYZ WXYZK WXYZ WXYZM WXYZ N WXYZO WXYZP O2. . 15 24 Consider a dipllop is designed with a NAND gates. Ind the value of A, B, C and D sr | ' 1 0 1 0 00 A (after S -1,R=0) 0 1 0 1 0 OC Dafter SR1) 1100 (forbidden) OA 1.B 1.5 25 Designing OR gate using NOR gate concept, F= (x+y) is equivalent to (xy) T(x+y) T(x.y) (x+y) 15 26 Using algebraic manipulation of boolean functions, the following function (F = XyZ+x'y+xyz") can be simplified and reach to y 1.5 27 Designing AND gate using NOR gate concept. F= :(xy) is equivalent to (x+y) (x-y) 15 28 Designing OR gate using NOR gate concept. F= :(x+y) is equivalent to T(x,y) "(x,y) ''(x+y) " 0 () 1.5 31 (Using the diagram below, find the value of (F r- (. (42 Fox+y2 0 ) - = F) 2 32 Find the following output from the Truth Table) using gate Y z A 2 B 1 1 0 1 000 1 (2 (2) : 1.5 0 1 101 2 33 Match the following binary code (A) into excess-3 code (E 0100 0001 0011 1010 B 1001.C 0110D 0110 0111 " 1.5 13 A binary digit called bit has two values, range between 0-1 0-32 0-15 0-9 1.5 14 The 1's complements of the binary number 1101001101 is 1101000011 0010110011 1101001100 0010110010 1.5 15 using the BCD, adding (3+5) will give 1110 0110 1001 1000 1.5 16 Two binary digits can generate possibilities which is equivalent to set ( [111,110,101,100,011,010,001,000,23 0101.0100,0011.0010.0001.0000.24 [1111 ...,01110110 (11.10.01.00.22 [11111 .....00011.00010.00001.00000) .25 1.5 13 A binary digit called bit has two values, range between 0-1 0 0-32 0-15 0-9 1.5 14 The 1's complements of the binary number :1101001101 is 1101000011 0010110011 1101001100 0010110010 1.5 15 using the BCD, adding (3+5) will give 1110 0110 1001 1000 1.5 16 Two binary digits can generate_possibilities ( ... 1 which is equivalent to set [111,110,101,100,011.010.001,000 23 ,01010100.0011.0010.0001 ,0000) 24 [1111 .....0111,0110 [11.10.01,00.22 [11111 ...,00011,0001000001.00000.25