Jawabanmu

2014-06-04T13:16:11+07:00
Pembilang dan penyebut dibagi 2^x. Hasil limitnya 6/(3+1) = 3/2
jalanya jadi begini? lim┬(n→∼)⁡〖6/(3+2^(1/x) )= lim┬(n→∼) (6⁄2^(1/x) )/(3⁄2^(1/x) +2^(1/x)⁄2^(1/x) )〗=6/(3+1)=6/4=3/2
atau seperti ini ? lim┬(n→∼)⁡〖6/(3+2^(1/x) )= lim┬(n→∼) (6⁄2^(1/x) )/(3⁄2^(1/x) +2^(1/x)⁄2^(1/x) )〗=(6⁄2^(1/∼) )/(3⁄2^(1/∼) +2^(1/∼)⁄2^(1/∼) )=(6⁄0)/(3⁄0+1)=0/1=0