QuestionFind the relationship between consecutive numbers in the sequence: $4, 12, 36, 108, 324, \ldots$

Studdy Solution

STEP 1

Assumptions1. The given sequence is $4,12,36,108,324, \ldots$ . We are looking for the relationship between consecutive numbers in the sequence.

STEP 2

First, observe the sequence and try to identify any patterns. $4,12,36,108,324, \ldots$

STEP 3

Notice that each number in the sequence is three times the previous number. $\times3 =12$ $12 \times3 =36$ $36 \times3 =108$ $108 \times3 =324$

STEP 4

Formulate the relationship between consecutive numbers in the sequence.The relationship between consecutive numbers in the sequence is that each number is three times the previous number.

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