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Given the geometric sequence an = 3(−4)^(n − 1), which of the following values for n lies in the appropriate domain for n?


n = 0

n = −1

n = 1

They all lie in the domain

Verified Answer :

The answer to your question is C. n=1

Answer:

values of n all lies in the domain .

Step-by-step explanation:

Given : Given the geometric sequence \(a_{n}\)= \(3(-4)^{n-1}\).

To find : which of the following values for n lies in the appropriate domain for n.

Solution : We have given that  \(a_{n}\)= \(3(-4)^{n-1}\).

Domain : the set of input values for which function is defined or real.

Domain of  \(3(-4)^{n-1}\) are all real numbers (-∞ , ∞).

Therefore, values of n all lies in the domain .