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Complete the recursive formula of the arithmetic sequence .. c(1) = \(\square\) c(n) = c(n-1)+\(\square\)
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Q. Complete the recursive formula of the arithmetic sequence ..
c(1) = \(\square\)
c(n) = c(n-1)+\(\square\)
- Identify First Term: Identify the first term of the sequence. The first term in the sequence is . This will be our .
- Determine Common Difference: Determine the common difference between consecutive terms. By subtracting the first term from the second term, we find that the common difference is (since ).
- Write Recursive Formula: Write the recursive formula using the first term and the common difference. The recursive formula for an arithmetic sequence is , where is the common difference. Since we have determined that the first term is and the common difference is , we can write the recursive formula as follows: for n > 1
