Q) an n-input m-output boolean function is defined as follows
(F:{True,False}^n->{True,False}
^m)
find the number of n X 1 functions meaning n inputs and 1 output
and n X m funcrtions meaning n inputs and m outputs
my answer
at any time we can reduce the problems as follows
in the domain we will always be havibg n input variables and the co-
domain can be thought of as having 2 values {True and False}
condisering this i get the number of n X 1 functions as
2^n. Please do suggest me the alternative if i am wrong. thanx in
advance
and the nswer reamins the sam for me in case of finding the number of
n X m functions.
Please help me out if i m wrong in solving this thanx in advance
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