Consider the Boolean function πΉ(π΄, π΅, πΆ,π·, πΈ) = βπ(1,2,3,4,8,9,11,13,14,16,17,18,20,21,26,29,31) and implement the function using one 16Γ1 multiplexer.
"1=00001=A'B'C'D'E"
"2=00010=A'B'C'DE'"
"3=00011=A'B'C'DE"
"4=00100=A'B'CD'E'"
"8=01000=A'BC'D'E'"
"9=01001=A'BC'D'E"
"11=01011=A'BC'DE"
"13=01101=A'BCD'E"
"14=01110=A'BCDE'"
"16=10000=AB'C'D'E'"
"17=10001=AB'C'D'E"
"18=10010=AB'C'DE'"
"20=10100=AB'CD'E'"
"21=10101=AB'CD'E"
"26=11010=ABC'DE'"
"29=11101=ABCD'E"
"31=11111=ABCDE"
A, B, C, D are the select lines; E is input.
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