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Use the initial term and the recursive formula to find an explicit formula for the sequence aa. Write your answer in simplest form. \newlinea=51a = -51 \newlinea=a7a = a - 7 \newlinea = ______

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Q. Use the initial term and the recursive formula to find an explicit formula for the sequence aa. Write your answer in simplest form. \newlinea=51a = -51 \newlinea=a7a = a - 7 \newlinea = ______
  1. Initial Term Given: The initial term of the sequence is given as a=51a = -51. This is the first term of the sequence, often denoted as a1a_1.
  2. Recursive Formula Correction: The recursive formula given is a=a7a = a - 7. This means that each term is 77 less than the previous term. However, this recursive formula is not correctly written. It should have a subscript to indicate the terms. For example, it should be written as an=an17a_n = a_{n-1} - 7, where ana_n is the nnth term and an1a_{n-1} is the (n1)(n-1)th term.

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