The partial sum –3 + ( – 6) + ( – 12) + · · · + ( – 96) equals

Q: Find the infinite sum, if it exists: - 2 + (0.5) + ( - 0.125) +

A:

Q: Use sigma notation to write the sum.

A: Given sum is: 21+3n23n+...........+21+3nn23n We have to write the sigma notation for the above sum.

Q: ). The value of the sum: is k-1

A: C  and n are constants. The value of n can be any number

Q: 1. Find a formula for the sum: 2+ 6+ 10 ... + 2(2n - 1)

A: The given sequence is 2+6+10+... +2(2n–1).

Q: Evaluate the sum. Σ (-2) k 2 k=2

A:

Q: Find the infinite sum, if it exists: - 3 + (1.2) + ( – 0.48) +

A: Given:- -3+(1.2) +(-0.48) +.....  To find:- Sum of infinite term of given sequence

Q: Find the sum. -4+ 3 X-

A: We have to find the sum 23x-4+16x-1 Finding sum of given expression,…

Q: The sum of summation shown below is 00 ak , |a| < 1 k=2

A:

Q: Use a graphing utility to find the sum. 9 Σ (-1)* (9) = k = 3 X S

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Q: The partial sum -2 + (– 4) + (- 8) + · +(- 64) equals ..

A: For geometric series an=a1rn-1a1 is the first term.r is the common ratio. Sum formula S=a1(1-rn)1-r

Q: Write the sum in expanded form. 6k Σ 6k + 1 k=0

A: The given series is

Q: Find the value of the Sum Σxi' if x₁ = 8₁ x₂ = −3₁ X3 = 4₁x₁4 = - 1=1

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Q: Determine the partial sum of. an = 6n² ; 1< n< 15 A. 1246 B) 5310 7440 3556

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Q: Write out the sum. 2 (k + 6) k= 1

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Q: The partial sum -2+(-8) + (- 32) + · . + ( – 8192) equal

A: -2+-8+-32+....+-8192

Q: Write the sum using sigma notation: 1+2+ 3+4 + ..+ 104 = B, where A B -

A:

Q: 100 Σ 4. そん k%3D3

A:

Q: For Exercise, find the sum. 36 Σ2-5n) n=1

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Q: Find the sum of n=1 n+2

A: Now , we will find the sum of the given series.     1/ infinitive  = 0

Q: 6) Find the sum N (N 1) N-

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Q: 3 9. 3 + 4 27 81 + + 64 Find the sum if it exists. * 16 Enter your answer

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Q: a, = 3n-2n+4

A:

Q: Express the following sum in closed form. (2+3k)² = k 1 Hint: Start by multiplying out (2 + 3k)?.…

A: To write sum in closed form

Q: Find the first five terms of the sequence 2" -1 n 1, 2, 3, .. аn n2 1

A: Given: -

Q: 3x2 -12 at 9x

A:

Q: find the partial sum.

A:

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

A:

Q: Write the sum using summation notation. 5 + ...+ 7 3 n + 2 n + 4 + +

A: In this question, we want to find the summation notation of the given sum.

Q: Express the following sum in closed form. k 4 +3- k=1 Hint: Start by multiplying out ( 4 + 3 . Note:…

A: This sum can be written in the form of an integral sum.Assume that,

Q: Find the partial sum. 65 Σ (12n – 4) n = 1

A:

Q: The sum of summation shown below is 00 Eak, |a| < 1 k=2

A: We use the definition of the sum of the geometric series to find the sum of given series.

Q: Write an explicit formula for the sequence: 6 - 1' 7- T 8 9 - x 10 - * 7' 12 + 1' 18 + 12' 24 + ' 30…

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Q: Find the sum. k Σ 3 k=1

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

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Q: Evaluate the sum from k=0 to 4 of ((-1)^k(k+3)^2+3)

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Q: an²+3n-2

A: The given series  Write the nth term an of the given series , Now, express the nth term an in…

Q: Plot the first four terms of the sequence 3n2 – 3n + 2 2 n=1

A: Since the student has posted multiple questions and does not mention any specific question, so we…

Q: Express the following sum in closed form. 6 +4. n k=1 k Hint: Start by multiplying out 6+4. n Note:…

A:

Q: what is the partial sum s100 of the arithmetic seies with a1=7 and d=5? s100=

A:

Q: 2" an 2n + 1 (-1)"-1 An 5"

A: The given sequence,1. an=2n2n+12. an=-1n-15n

Q: List the first five terms of the sequence. a1 = 5, an+1 = 5an - 3 a1 = a2 = a3 = a4 = as = X xx x X…

A:

Q: Find the exact sum of 1+(1/2)/1!+(1/2)2/2!+(1/2)3/3!+...

A:

Q: For Exercise, evaluate the sum if possible. п — 2 Σ n=1n + 1 n=

A: We plug n=1,2,3 in the given expression and then add

Q: Use summation notation to write the sum. 12 - 3 + 3 4 3 256

A:

Q: Find the sum, if it exists, of Σ 2n+1 (n + 1)! n=0

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Q: Find the first ten terms of the sequence in the formula an = 4n -n - 2. %3D

A: NOTE: We’ll answer the first question since the exact one wasn’t specified. Please submit a new…

Q: Find the sum. {,9(-2)*-1 i= 1

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Q: Find the suM> (-1)^ (2n+2)2

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Q: Use sigma notation to write the sum.

A: In the given sum,

Q: Use linearity and formulas (3)–(5) to rewrite and evaluate the sums.

A: Consider the function and find linearity.

Statements and Logic

Logic is the analysis of general patterns of thoughts without regard to any specific sense of context.