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Find the common difference and recursive formula

Find the common difference and recursive formula-example-1

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3)

The first term is 35 and it keeps getting subtracted by 30 to get the other terms so this is the common difference, so we can write:


\sf a_n = a_(n-1)-30

\sf a_1=35

4)

The first term is 5 and it keeps getting subtracted by 8 to get the other terms so this is the common difference, so we can write:


\sf a_n = a_(n-1)-8

\sf a_1=5

5)

The first term is -29 and it keeps getting added by 200 to get the other terms so this is the common difference, so we can write:


\sf a_n = a_(n-1)+200

\sf a_1=-29

6)

The first term is 11 and it keeps getting added by 100 to get the other terms so this is the common difference, so we can write:


\sf a_n = a_(n-1)+100

\sf a_1=11

7)

The first term is 37 and it keeps getting added by 30 to get the other terms so this is the common difference, so we can write:


\sf a_n = a_(n-1)+30

\sf a_1=37

8)

The first term is 20 and it keeps getting subtracted by 6 to get the other terms so this is the common difference, so we can write:


\sf a_n = a_(n-1)-6

\sf a_1=20
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