LTE I$.$

$5$:$50$

coding theory $4(1).$pdf

$156$

Cyclic codes

$170236$

$56$

codes

$7\mathrm{.}29$ A binary $15,7-$cyclic code is generated by $g(x)=1+x^4+x^6+x^7+x^8.$ Decode the following received words using error trapping:

$($a$)110111101110110$

$($b$)111110100001000.$