Show that if P(t), Q(t) and R(t) are real polynomials then P(t)(Q(t)+R(t)) = P(t)Q(t) + P(t)R(t)
Thanks in advance!
Using what concepts and theorems? I would just say that, for each t, P(t), Q(t), and R(t) are real numbers and apply the distributive law for real numbers.
Using what concepts and theorems? I would just say that, for each t, P(t), Q(t), and R(t) are real numbers and apply the distributive law for real numbers.
I didn't think of that, as we've been learning the distributive laws in Stats, but I don't see why that wouldn't work. Thanks!