Equations of conic sections, Systems of Non-linear Equations illustrate a series, differentiate a series from a sequence Determine the first five terms of each defined sequence and give its

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Equations of conic sections, Systems of Non-linear Equations  illustrate a series, differentiate a series from a sequence Determine the first five terms of each defined sequence and give its

Brittany Patton · Accepted Answer

Given that, nth term of the sequence is 3n + 1. Take n=0 an=3n + 1 a0=30 + 1=3 Therefore, the first term is 3. Take n=1, a1=31 + 1 a1=31 + 1=32=9 The second term is 9 Take n=2, a2=32 + 1 =33 a2=27 The third term is 27 For, n=3, a3=33 + 1 =34 a3=81 Fourth term is 81 For, n=4, a4=34 + 1 =35 a4=243 Fifth term is 243. Therefore, the first 5 terms of the sequence are 3, 9, 27, 81, 243. Step 3 The given sequence is 3, 9, 27, 81, 243. The series associated with the given sequence is ∑n=05 3n + 1=3 + 9 + 27 + 81 + 23 ∑n=05 3n + 1=363

Equations of conic sections, Systems of Non-linear Equations illustrate a series, differentiate a series from a sequence Determine the first five term

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