Problem-
Find all functions f
from the reals to the reals such that
(
f (x)
f (x)
f (x)
+ f (z)) ( f (y) + f (t) ) = f (xy − zt) + f (xt +
yz)
for all real
x, y, z, t
.
Problem-
Find all functions f
from the reals to the reals such that
(
f (x)f (x)
f (x)
+ f (z)) ( f (y) + f (t) ) = f (xy − zt) + f (xt +yz)
for all real
x, y, z, t
.