Limx (3 ^ n + 2) / (3 ^ n + 5) = ??

Cevap:

Kontrol

Açıklama:

• #lim_ (n -> + oo) '(3 ^ n + 2) / (3 ^ n + 5) # # = _, (N -> + oo) ^ ((/ 3 ^ n) #

#lim_ (n -> + oo) (1 + 2/3 ^ n) / (1 + 5/3 ^ n) # #=#

#1#, 3. ^ x #

grafik {3 ^ x -10, 10, -5, 5}

# Bir / 3 ^ x #

grafik {5/3 ^ x -10, 10, -5, 5}

• #lim_ (n -> - oo) (3 ^ n + 2) / (3 ^ n + 5) # #=#

#2/5#