DLL Error Control and CRC:$($i$)$ How many bits does any generator polynomial G$($x$)$ contain if CRC is $32$ bits?$-$ formula is k$+$n bits $=1+32=33$ bits$-$ The polynomial for CRC $32$ is x$32+826+$x$23+$x$22+$x$16+\backslash$times $12+\backslash$times $11+\backslash$times $10+$x$8+$x$7+85+$x$4+$x$2+$x$+1($ii$)$ How many bits should G$($x$)$ contain if burst errors up to $64$ bits are to be detected?$-$ burst errors detect is calculating with $(1-2^-$n$).=1-2^(-64)=1$ bitsiii$)$ Write the error polynomial representation E$($x$)$ for single bit errors.$-$ The error polynomial E$($x$)=$ C$($x$)+$ C$\text{'}($x$)$