Write the solution set. (a) 14 =2-|w-기 (b) 14 52-|w-기 (e) 1422-|w-1| Part 1 of 3 (a) The solution set of 14 = 2 - |w -7| isO. Part 2 of 3 (b) The solution set of 14 52-|w-7| is. Part 3 of 3 (다) The solution set of 14 2 2-|w-기 1s.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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please teach me this problem on my hw this is weakest are in the course i am working on

**Write the solution set.**

(a) \( 14 = |w - 7| \)

(b) \( 14 \leq |w - 7| \)

(c) \( 14 \geq |w - 7| \)

---

**Part 1 of 3**

(a) The solution set of \( 14 = |w - 7| \) is \(\boxed{\phantom{w}}\).

---

**Part 2 of 3**

(b) The solution set of \( 14 \leq |w - 7| \) is \(\boxed{\phantom{w}}\).

---

**Part 3 of 3**

(c) The solution set of \( 14 \geq |w - 7| \) is \(\boxed{\phantom{w}}\).
Transcribed Image Text:**Write the solution set.** (a) \( 14 = |w - 7| \) (b) \( 14 \leq |w - 7| \) (c) \( 14 \geq |w - 7| \) --- **Part 1 of 3** (a) The solution set of \( 14 = |w - 7| \) is \(\boxed{\phantom{w}}\). --- **Part 2 of 3** (b) The solution set of \( 14 \leq |w - 7| \) is \(\boxed{\phantom{w}}\). --- **Part 3 of 3** (c) The solution set of \( 14 \geq |w - 7| \) is \(\boxed{\phantom{w}}\).
Expert Solution
Step 1

We have to write the solution set of the given inequalities.

First let us define the mod function.

 

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