Respuesta :
The general formula for a geometric sequence can be written as:
a(n) = a r^(n-1)
a = first term = 3
r = common ratio = 0.6
n = number of terms = 10
substituting the values:
a(n) = 3 * (0.6)^(10-1)
a(n) = 3 * (0.6)^9
a(10) = 0.030
Sum of the ten terms = 3 (1-0.6^10)/1-0.6
= 2.98/0.4
= 7.45
a(n) = a r^(n-1)
a = first term = 3
r = common ratio = 0.6
n = number of terms = 10
substituting the values:
a(n) = 3 * (0.6)^(10-1)
a(n) = 3 * (0.6)^9
a(10) = 0.030
Sum of the ten terms = 3 (1-0.6^10)/1-0.6
= 2.98/0.4
= 7.45