The partial sum1+5+9+ ...+ 81 equals

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

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Q: The partial sum 1 + 4 + 7+...+ 61 equals

A: Given : The partial sum 1 + 4 + 7 + .  .   . + 61 .

Q: Find the infinite sum using partial fractions

A: Find the infinite sum using partialfraction:∑n=1∞ 1n(n+4)

Q: Find the sum of the sequence. Σ (4) + k=1

A: To find the sum of below sequence

Q: The partial sum 1+8+15+ ··· + 134 equals

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Q: find the sum of the finite solution.

A: The given series is a Geometric progression.  If a, ar, ar^2, ar^3,.....ar^n-1 is a Geometric series…

Q: The partial sum -3+ (- 9) + (– 27) + + (- 2187) equals

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Q: Plot the first four terms of the sequence 3n²-3n+2 2 8 n=1

A: As per guidelines, we are allowed to solve only one question at a time. These are two separate…

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: Find the sum.

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Q: The partial sum -2 + (– 8) + ( – 32) + . + ( – 8192) equals Question Help: D Video

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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: egrand as a sum of

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

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

Q: Find the partial sum S5 for the geometric sequence with a = 5, r = 2. S5

A: Explanation of the solution is given below....

Q: The partial sum -2 + (- 6) + ( – 18) + .. + (– 1458) equals Question Help: Video

A: As per guideline we have to solve one question

Q: Find the sum: −3+0+3+...+(−6+3n)-3+0+3+...+(-6+3n)

A: The given series is a arithmetic series. So here we need to find the sum of given arithmetic…

Q: Find the infinite sum 1+0.6 + (0.6)² + (0.6)³ - Please write your answer as a decimal

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Q: Q4 What does this partial sum equal ?

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Q: Needing help finding the partial sum of the equation in the attached image.

A: The correct option is (d).First of all, consider the given expression.Then apply the sum rule on the…

Q: The partial sum - 2 + (– 8) + (– 32) + + ( – 512) equals

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Q: Find the 20th partial sum of the sequence 1,2.2,3.4,4.6,5.8 A: 235.6 B: 273 C: 248 D: 260

A: We have given a sequence which are in A.P  We have to find the 20th partial sum of the given…

Q: −2+(−6)+(−18)+⋯+(−486)-2+(-6)+(-18)+⋯+(-486)

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Q: Calculate the sum: (-8)+(-4)+0+4+.. +60

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Q: 250 E(1000 – n)

A: The given sigma notation is,

Q: Use partial fractions to find the sum Σ (2n- 1)(2n+ 1) n = 1

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Q: + 1+.. ... + +

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Q: The partial sum −3+(−6)+(−12)+⋯+(−384)-3+(-6)+(-12)+⋯+(-384) equals

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Q: Find the nth partial sum of the arithmetic sequence for the given value of n. 0,-9, -18, -27, ... n…

A: As we know that; The formula for the nth partial sum of arithmetic sequence is: Sn=na1+an2 Where; a1…

Q: Find the sum of the even integers between 35 and 49. The sum is ...

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Q: Find the 10th partial sum of the sequence (-3) + (-6) + (-9) + (-12) +.... A -105…

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Q: 13. The partial sum -3+ (-6)+(-12)...+(-48) equals_____.

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Q: 100 50 Σ1-Σ Ση n=51 п3 1

A: To find the partial sum

Q: Find the partial sum, S5, for the geometric sequence with 2, r a = 3. S5

A: The sum of first  n terms  of the geometric sequence is calculated by using the formula,…

Q: The partial sum 1 + 10 + 19 + ...+ 289 equals

A:

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

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

Q: Find the partial sum S6 for the geometric sequence with = 5, r = 4. S6 : а

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

A: Let's find partial sum of given sequence.

Q: Use partial fractions to find the sum 6. Σ (2n-1)(2n+1) n=1

A: We are given the sum ∑n=1∞6(2n-1)(2n+1). Let us call this sum to be S implying that…

Q: Find the partial sum S5 for the geometric sequence with a = 2, r = 5. а S5 6025

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Q: What is the sum?

A: Solution:

Q: Find the sum 1+0.4+ (0.4)² +…… ·+ (0.4)°

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Q: Solve for the partial sum of the geometric sequence: A1=0.12, a5=0.00096, n=4

A: We can find the answer as below.

Q: The partial sum 1+ 7+ 13 +· + 181 equals ... S Next Ouestion

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Q: Find the exact sum of the series.

A: We will use the two numbers of each denominator to rewrite the numerators. Notice that difference…

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

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Q: Find the partial sum S6 for the geometric sequence with а 3 5, r %3 4. S6

A:

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.