Bit transmission errors befween computers sometimes occur,

where one computer sends a $0$ but the other computer

receives a $1($or vice versa$).$ Because of this, the computer

sending a message repeats each bit three times, so a $0$ is sent

as $000$ and a $1$ as $111.$ The receiving computer "decod.es$\text{'},$ each

triplet by majority rule: whichever number, $0$ or $1,$ appears

more often in a triplet is declared to be the intended bit. For

example, both $000$ and $100$ are decoded as $0,$ while $101$ and

$011$ are decoded as $1.$ Suppose that $6\%$ of bits are switched

$(0$ to $1$ or $1$ to $0)$ during transmissi