Question

A geometric sequence G starts 1, 3, ... What value for n has the second-highest frequency? Which has the lowest?

a) n=2, n=3
b) n=3, n=2
c) n=1, n=4
d) n=4, n=1

Answer 1

The question seems to have insufficient data related to a geometric sequence and requests frequencies for the value of 'n'. Clarification is needed to provide an accurate response.

Step-by-step explanation:

We are tasked with analyzing a geometric sequence and identifying which value for n has the second-highest and lowest frequency. Unfortunately, the question seems to provide information that does not directly relate to a typical geometric sequence.

Typically, the terms in such a sequence are determined by a starting value and a common ratio. In the case of the sequence beginning with 1, 3, ..., the common ratio would be 3 (since 3 divided by 1 equals 3), and subsequent terms would be determined by multiplying the previous term by this ratio.

In dealing with calculations involving frequency and geometric sequences, it's possible the question might require the exploration of theoretical frequencies or probabilities related to the values of the sequence. However, no clear instruction or relevant context is provided in the question to offer a precise answer.