For Exercises 47–60, solve the inequality, and write the solution set in interval notation if possible. (See Examples 6-7) 47. 3|4 – x| – 2< 16 48. 2|7 – y| + 1 < 17 49. 2|x + 3| – 4 2 6 50. 5|x + 1| - 9 2 -4 51. 4w 5| + 6 < 2 52. |2x + 7| + 5 < 1 53. 5 – p| + 13 > 6 54. |12 - 7x| + 5 = 4 55. – 11 < 5 – |2p + 4| 56. – 18 < 6 – |3z + 3| 57. 10 < |-5c – 4| + 2 58. 15 <|-2d – 3|+ 6 y + 3 59. < 2 т — 4 60. < 14
For Exercises 47–60, solve the inequality, and write the solution set in interval notation if possible. (See Examples 6-7) 47. 3|4 – x| – 2< 16 48. 2|7 – y| + 1 < 17 49. 2|x + 3| – 4 2 6 50. 5|x + 1| - 9 2 -4 51. 4w 5| + 6 < 2 52. |2x + 7| + 5 < 1 53. 5 – p| + 13 > 6 54. |12 - 7x| + 5 = 4 55. – 11 < 5 – |2p + 4| 56. – 18 < 6 – |3z + 3| 57. 10 < |-5c – 4| + 2 58. 15 <|-2d – 3|+ 6 y + 3 59. < 2 т — 4 60. < 14
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 47–60, solve the inequality, and write the solution set in interval notation if possible. (See Examples 6-7)
47. 3|4 – x| – 2< 16
48. 2|7 – y| + 1 < 17
49. 2|x + 3| – 4 2 6
50. 5|x + 1| - 9 2 -4
51. 4w
5| + 6 < 2
52. |2x + 7| + 5 < 1
53. 5 –
p| + 13 > 6
54. |12 - 7x| + 5 = 4
55. – 11 < 5 – |2p + 4|
56. – 18 < 6 – |3z + 3|
57. 10 < |-5c – 4| + 2
58. 15 <|-2d – 3|+ 6
y + 3
59.
< 2
т — 4
60.
< 14](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9d621ad3-f721-4b4c-bf5a-858b7a7d6514%2F66a1641b-04d8-4c16-92b8-39528ee457ea%2Fyyuggjp_processed.jpeg&w=3840&q=75)
Transcribed Image Text:For Exercises 47–60, solve the inequality, and write the solution set in interval notation if possible. (See Examples 6-7)
47. 3|4 – x| – 2< 16
48. 2|7 – y| + 1 < 17
49. 2|x + 3| – 4 2 6
50. 5|x + 1| - 9 2 -4
51. 4w
5| + 6 < 2
52. |2x + 7| + 5 < 1
53. 5 –
p| + 13 > 6
54. |12 - 7x| + 5 = 4
55. – 11 < 5 – |2p + 4|
56. – 18 < 6 – |3z + 3|
57. 10 < |-5c – 4| + 2
58. 15 <|-2d – 3|+ 6
y + 3
59.
< 2
т — 4
60.
< 14
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