1:20^(')>7

\

11001=1\\\\times 2^(0)+0\\\\times 2^(1)+0\\\\times 2^(2)+1\\\\times 2^(3)+1\\\\times 2^(4)

\ b)\

1+0+0+8+16=25,0

\

1101011,1\\\\times 2^(0)+1\\\\times 2^(1)+0\\\\times 2^(2)+1\\\\times 2^(3)+0\\\\times 2^(4)+1\\\\times 2^(5)+1\\\\times 2^(2)

\

1+2+4+32+64=107,0.

\ c) 10110\

0\\\\times 2^(0)+1\\\\times 2^(1)+1\\\\times 2^(2)+0\\\\times 2^(1)+1\\\\times 2^(4)\ 2+4+16=22,0

\

1110=14,0\\\\times 2^(0)+1+2^(1)+1+2^(2)+1+2=14

\ b)

100(11)2^(5)+2^(2)+2^(1)+2^(0)

\ d'

1000001011,2^(9)+2^(3)+2^(1)+2^(0)

\

A->0,(-)/(b)ar (AB)

\ b)

sin^(')

vidur to the OR Gate\ \\\\table[[

/bar (A)

,

/bar (B)

,

C

1) 1:201>7 2) a 11001=120+021+022+123+1241+0+0+8+16=2510 b) 1010120+121+022+123+024+125+1261+2+4+32+64=107,0. c) 10110 020+121+122+021+1242+4+16=22,0 3) 1110=14020+1+21+1+22+1+2=14 b) 10011125+22+21+20 c) 1000000129+23+21+20 b) sin vilur to the OR Gate 1) 1:201>7 2) a 11001=120+021+022+123+1241+0+0+8+16=2510 b) 1010120+121+022+123+024+125+1261+2+4+32+64=107,0. c) 10110 020+121+122+021+1242+4+16=22,0 3) 1110=14020+1+21+1+22+1+2=14 b) 10011125+22+21+20 c) 1000000129+23+21+20 b) sin vilur to the OR Gate