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a1 = -1/3
a2 = -1
a3 = -3
1.Obliczam iloraz q ciagu geometrycznego
q = a2 : a1
q = (-1): (-1/3)
q = (-1) *(-3)
q = 3
2. Wyznaczam wzór na n-ty wyraz ciagu geometrycznego
a(n) = a1 *q ( do potęgi n-1)
a(n) = (-1/3) * 3 ( do potegi n -1)
a(n) = (-1/3)* 3 (do potegi n) : 3
a(n) = (-1/3)* 3 (do potęgi n) *(1/3)
a(n) = ( -1/9)*3 do potęgi n
a(n) = -( 1/3)²* (1/3) ( do potęgi -n)
a(n) = - ( 1/3) (do potęgi 2 -n)