55. the sum of the first 80 positive integers 56. the sum of the first 120 positive integers

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Solve question 55. Write out each step and explain what you are doing.
25
R
Evaluate S10, the sum of the first ten terms, for each arithmetic sequenc
45. 8, 11, 14,
46.
-9,-5, -1,...
47. 5
48. 8, 6, 4,...
49. a₂9, a4 = 13
50. a
51a₁
51,
a₁ = 10, a10 = 5.5
52. a₁-8, a10 = -1.25 53. a
54. Concept Check Is this statement accurate?
To find the sum of the first n positive integers, find half the pro
Evaluate each sum as described. See Example 7(b).
55. the sum of the first 80 positive integers
56. the sum of the first 120 positive integers
57. the sum of the first 50 positive odd integers
58. the sum of the first 90 positive odd integers
59. the sum of the first 60 positive even integers
60. the sum of the first 70 positive even integers
Find a, and d for each arithmetic series. See Example 8.
61, $20= 1090, 420 = 102
63. S₁6-160, a16 = -25
65. S12= -108, a12 = -19
Dox
62. S315580, a31
64. S25= 650, 425"
66. S31620, 031-
Transcribed Image Text:25 R Evaluate S10, the sum of the first ten terms, for each arithmetic sequenc 45. 8, 11, 14, 46. -9,-5, -1,... 47. 5 48. 8, 6, 4,... 49. a₂9, a4 = 13 50. a 51a₁ 51, a₁ = 10, a10 = 5.5 52. a₁-8, a10 = -1.25 53. a 54. Concept Check Is this statement accurate? To find the sum of the first n positive integers, find half the pro Evaluate each sum as described. See Example 7(b). 55. the sum of the first 80 positive integers 56. the sum of the first 120 positive integers 57. the sum of the first 50 positive odd integers 58. the sum of the first 90 positive odd integers 59. the sum of the first 60 positive even integers 60. the sum of the first 70 positive even integers Find a, and d for each arithmetic series. See Example 8. 61, $20= 1090, 420 = 102 63. S₁6-160, a16 = -25 65. S12= -108, a12 = -19 Dox 62. S315580, a31 64. S25= 650, 425" 66. S31620, 031-
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