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Determine in terms of x(n) the sequence corresponding to?

User Oocx
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Final answer:

The student's question pertains to sequences and powers in mathematics, likely at the high school level. They are interested in determining a sequence in terms of x(n). This can be done using formulas for arithmetic or geometric sequences, but a definitive answer requires a specific formula or context.

Step-by-step explanation:

The question appears to be related to mathematics, particularly sequences and powers. The question is not fully clear, but it seems like the student is asking about determining a sequence or an expression in terms of x(n), which represents a term in a sequence.

In general, when an expression is raised to the nth power, it is equivalent to multiplying the number by itself n-1 additional times. For example, x4 = x × x × x × x.

If we want to determine the value of a sequence in terms of x(n), we might need to apply a given formula for each term of the sequence. However, without a specific formula or context, it's not possible to give a definitive answer. Assuming we are dealing with a simple arithmetic or geometric sequence, you would use the general term formula for those sequences,
x(n) = a + (n-1)d for arithmetic, or
x(n) = a * r^n^-^1 for geometric, where a is the first term and d is the common difference in an arithmetic sequence, or r is the common ratio in a geometric sequence.

User Holroy
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