and Application 6.2.25 Question Help ▼ Using the recursive definition for the following arithmetic sequence, find the second, third, and fourth terms of the sequence. Then write the explicit formula that represents the sequence. A(n) = A(n- 1)+ 4; A(1) = 13 The second term, A(2), is (Simplify your answer.)

Elementary Geometry For College Students, 7e
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ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
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and Application
6.2.25
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Using the recursive definition for the following arithmetic sequence, find the second, third, and fourth terms of the sequence. Then write the explicit formula that
represents the sequence.
A(n) = A(n – 1) + 4; A(1)= 13
The second term, A(2), is|- (Simplify your answer.)
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Transcribed Image Text:and Application 6.2.25 Question Help ▼ Using the recursive definition for the following arithmetic sequence, find the second, third, and fourth terms of the sequence. Then write the explicit formula that represents the sequence. A(n) = A(n – 1) + 4; A(1)= 13 The second term, A(2), is|- (Simplify your answer.) of 9 e Back Next Review progress Question 8 Trenches_Telegra..doc ENG S_Telegra..doc Type here to search 运
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