Answer:
6th term = -3072
Explanation:
an = ar^(n-1)
Where a = 3, r = -4 and n = 6
a6 = (3)(-4)^(6-1)
a6 = (-12)^(5)
a6 = -3702
-3072
ar^(n-1)
a is the first term.
r is the common ratio.
3(-4)^(6-1)
3(-4)^5
3(-1024)
= -3072
The 6th term of the geometric sequence is -3072.
4.5m questions
5.8m answers