The sum of the geometric series Σ=o 4n+1 52-2 is 100 O 500 O 200 O 400 O None of them O

Q: For the series The sum= 8 Ma n = 1 4n find the sum.

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Q: 00 00 7 32 57 'first S, = >, a, = lim S, = 1-r = - 'n, 5k 3* 4 n=blah

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Q: What is the sum of the series - +5-++ (-1)"*" + A e+1 D The series diverges.

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Q: If 2n +3 5n +8 then the series n = 1 is divergent Select one: O True O False

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Q: Find the sum of the series. Σ 5(-1)"72n + 1 32n + 1(2n + 1)! n = 0

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Q: Find the sum of the convent, geometric series series

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Q: Find

A: First we find nature of given series. Then we find its sum.

Q: Write the series using summation notation. -3 + 4 - 5+6-7 Σ i i=1

A: Given series is Let the nth term of the series is  then, In general, for n=1,2,3,4,5, we have

Q: The sum of the geometric series 7 + 21 + 63 + ... + 413 343 is 826679 620011 413 434 1860 040

A: Formula for geometric series is given as follows nth term of GP is given as follows Sum of n terms…

Q: n=3 (−1)n+1 22n+1

A: As per our guidelines we can only solve one question and rest of the question will be reposted.

Q: Help me out on this question ()$)

A: Step 1: expansion of series  Step 2: checking the value of r Step 3: r>1  Step 4: divergence

Q: 1 Σ (k +3)(k + 4) k=1

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Q: 17. For a geometric series, What are the first three terms of the series if the first term is 3? 17

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Q: Find the sum of the series. (-1)^72n Σ 42n(2n)! n = 0

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Q: Consider the series Find formulas for an and bn, where 3" + (-2)" Σ 11" n=1 Σ n=1 an = bn 3" + (-2)"…

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Q: (ii) 8 ΣΕ n=1 X

A: To find the sum of the following series.

Q: Зп — 1 Find the sum of the series: n! n=0

A: We will find the sum of the series as shown below

Q: n=1 ,2n TO

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Q: 7) Find the sum of the series e? e3 3 32 33 34

A: Sum of an infinite series with first term 'a' and common ratio 'r' is given as  S= a/(1-r).