Question: KEY = 48 1) (10 p) Some terms are listed in the table below. m= key mod3(m=47mod3=2). Find your m.m=..mod3= n= key mod5(n=47mod5=2). Find your

KEY = 48 1) (10 p) Some terms are listed in

KEY = 48

1) (10 p) Some terms are listed in the table below. m= key mod3(m=47mod3=2). Find your m.m=..mod3= n= key mod5(n=47mod5=2). Find your n.n=mod5= p= key mod8(p=47mod8=7). Find your p.p=mod8= F1=tm+tn+tp(F1=t2+t2+t7=xyz+xy) Find your F1.F1=t..+t+t..= Using algebraic methods, find the minterms of this function; then list the minterms in minterm shorthand form (()) and using any method write the function in product of maxterms form (F=(x+y+z)(x+y+z)..)

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