Question

Write the first five terms of the geometric sequence where t1 = -3, and r = -1.

Answer 1

\[\large T_n=a_1r^{n-1}\]

Answer 2

N=?

Answer 3

Since \(T_1=-3\),
Second term will be
\[T_2=(-3)(-1)^{2-1}=3\]
Third term will be \(T_3\)

Answer 4

n is the number of term you are using

Answer 5

For term 3 n will be 3

Answer 6

\(a_1=First~term\)

Answer 7

t3=9?

Answer 8

-3,3,9,15,21

Answer 9

\[T_3=(-3)(-1)^{3-1} =?\\ \\ T_4=(-3)(-1)^{4-1}=?\]

Answer 10

T3=9 T4=15

Answer 11

Why would \(T_3=9?\)

Answer 12

(-3)(-1)^3-=2

Answer 13

Cause I thought if t1=-3 t2=3 t3 would=9 since the common difference is 6?