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Find the first three terms of the sequence defined below, where nn represents the position of a term in the sequence. Start with n=1n = 1.\newlinean=4n9a_n = 4n − 9\newline_____, _____, _____

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Q. Find the first three terms of the sequence defined below, where nn represents the position of a term in the sequence. Start with n=1n = 1.\newlinean=4n9a_n = 4n − 9\newline_____, _____, _____
  1. Find first term: Find the first term of the sequence, a1a_1. \newlinean=4n9a_n = 4n − 9\newlinea1=4(1)9a_1 = 4(1) − 9\newlinea1=49a_1 = 4 − 9\newlinea1=5a_1 = -5
  2. Find second term: Find the second term of the sequence, a2a_2. \newlinean=4n9a_n = 4n - 9\newlinea2=4(2)9a_2 = 4(2) - 9\newlinea2=89a_2 = 8 - 9\newlinea2=1a_2 = -1
  3. Find third term: Find the third term of the sequence, a3a_3. \newlinean=4n9a_n = 4n − 9\newlinea3=4(3)9a_3 = 4(3) − 9\newlinea3=129a_3 = 12 − 9\newlinea3=3a_3 = 3
  4. List first three terms: List the first three terms of the given sequence.\newlineFirst three terms of the sequence:\newlinea1,a2,a3a_1, a_2, a_3\newline5,1,3-5, -1, 3

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