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Suppose the two fractions are b/f and c/d.Then (b/d)/(c/d) = (b/d)*(d/c) = (b*d)/(c*d) = b/d.
A, e, b, f#, c#
take the whole compliment, since POS is a dual to the SOP form,In the following we apply de-morgan's laws which are : (a+b)' = a' b' ; (ab)' = a' + b'(A'CD + E'F + BCD)'= (A'CD + E'F)' * (BCD)'= (A'CD)' * (E'F)' * (BCD)'= ((A')' + C' + D' ) * ( (E')' + F' ) * (B' + C' + D')= (A + C' + D' ) * ( E + F') * (B' + C' + D')which is the product of sums, that is POS form!
G is half a note higher than F#. The full scale is C C# D D# E F F# G G# A A# B C
A=1 B=1 C=1 D=1 E=1 f=0 G=0 and H=2