theorem Th5: :: FINSOP_1:5

for D being non empty set
for F, G being FinSequence of D
for g being BinOp of D st g is associative & ( g is having_a_unity or ( len F >= 1 & len G >= 1 ) ) holds
g "**" (F ^ G) = g . ((g "**" F),(g "**" G))