3. Consider that an information sequence $b(t)$: 0, 0, 1, 0, 1, 1, 0, 1 with bit period $T_b = 3$ seconds is transmitted by a QPSK signal
$v_{QPSK}(t) = 3b_2(t)cos\omega_0t + 3b_0(t)sin\omega_0t$
where $b_2(t)$ and $b_0(t)$ are bit sequences split from $b(t)$. For $v_{QPSK}(t)$, determine
(a) (8%) the bit sequences of $b_2(t)$ and $b_0(t)$, respectively;
(b) (12%) the power $P$, energy per bit $E_b$, nominal bandwidth $B_{QPSK}$, and minimum symbol distance $d_{min}$