For Exercises 37-60, solve the equation. Write the solution set with the exact solutions. Also give approximate solutions to 4 decimal places if necessary. (See Examples 6-10) 39. log(x + 7x) = log 18 42. 5 log.(7w + 1) + 3 = 13 37. log,(3w + 11) = log,(3 – w) 38. log,(12 – 1) = log,(t + 6) 40. log(p + 6p) = log 7 41. 6 logs(4p - 3) - 2 = 16 43. 2 logs(3y - 5) + 20 = 24 44. 5 log, (7 - 5z) + 2 = 17 45. log(p + 17) = 4.1 46. log(q - 6) = 3.5 47. 2 In(4 - 3r) + 1 = 7 48. 4 In(6 - 5t) + 2 = 22 49. log, w - 3 = -log:(w + 2) 50. log; y + log:(y + 6) = 3 51. log,(7x – 2) = 1 + log,(x + 5) 52. log,(5x – 13) = 1 + log,(x – 2) 53. logs z = 3 - logs(z - 20) 54. log, x = 4 - log,(x – 6) 56. In x + In(x - 3) = In(5x - 7) 55. In x + In(xr - 4) = In(3x – 10) 58. log x + log(x - 10) = log(x – 18) 59. logs (6 - m) + logs(-m - 1) = 1 57. log x + log(x – 7) = log(x – 15) 60. log:(n - 5) + log; (n + 3) = 2

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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For Exercises 37-60, solve the equation. Write the solution set with the exact solutions. Also give approximate solutions to
4 decimal places if necessary. (See Examples 6-10)
39. log(x + 7x) = log 18
42. 5 log.(7w + 1) + 3 = 13
37. log,(3w + 11) = log,(3 – w)
38. log,(12 – 1) = log,(t + 6)
40. log(p + 6p) = log 7
41. 6 logs(4p - 3) - 2 = 16
43. 2 logs(3y - 5) + 20 = 24
44. 5 log, (7 - 5z) + 2 = 17
45. log(p + 17) = 4.1
46. log(q - 6) = 3.5
47. 2 In(4 - 3r) + 1 = 7
48. 4 In(6 - 5t) + 2 = 22
49. log, w - 3 = -log:(w + 2)
50. log; y + log:(y + 6) = 3
51. log,(7x – 2) = 1 + log,(x + 5)
52. log,(5x – 13) = 1 + log,(x – 2)
53. logs z = 3 - logs(z - 20)
54. log, x = 4 - log,(x – 6)
56. In x + In(x - 3) = In(5x - 7)
55. In x + In(xr - 4) = In(3x – 10)
58. log x + log(x - 10) = log(x – 18) 59. logs (6 - m) + logs(-m - 1) = 1
57. log x + log(x – 7) = log(x – 15)
60. log:(n - 5) + log; (n + 3) = 2
Transcribed Image Text:For Exercises 37-60, solve the equation. Write the solution set with the exact solutions. Also give approximate solutions to 4 decimal places if necessary. (See Examples 6-10) 39. log(x + 7x) = log 18 42. 5 log.(7w + 1) + 3 = 13 37. log,(3w + 11) = log,(3 – w) 38. log,(12 – 1) = log,(t + 6) 40. log(p + 6p) = log 7 41. 6 logs(4p - 3) - 2 = 16 43. 2 logs(3y - 5) + 20 = 24 44. 5 log, (7 - 5z) + 2 = 17 45. log(p + 17) = 4.1 46. log(q - 6) = 3.5 47. 2 In(4 - 3r) + 1 = 7 48. 4 In(6 - 5t) + 2 = 22 49. log, w - 3 = -log:(w + 2) 50. log; y + log:(y + 6) = 3 51. log,(7x – 2) = 1 + log,(x + 5) 52. log,(5x – 13) = 1 + log,(x – 2) 53. logs z = 3 - logs(z - 20) 54. log, x = 4 - log,(x – 6) 56. In x + In(x - 3) = In(5x - 7) 55. In x + In(xr - 4) = In(3x – 10) 58. log x + log(x - 10) = log(x – 18) 59. logs (6 - m) + logs(-m - 1) = 1 57. log x + log(x – 7) = log(x – 15) 60. log:(n - 5) + log; (n + 3) = 2
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