Practice 2.1. Find the solution set for the equation. (1) |2x – 1| = 5. 3x -9 (2) = 3. 2

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Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Practice 2.1. Find the solution set for the equation.
| 3х - 9
(2)
(1) |2r – 1| = 5.
= 3.
Practice 2.2. Find the solution set for the equation.
(1) |3x – 6| + 4 = 13.
(2) 3|2x - 5| == 9.
Practice 2.3. Find the solution set for the equation.
(1) |5x – 10| + 6 = 6.
(2) –3|3x – 11| = 5.
Practice 2.4. Find the solution set for the equation.
(1) |5x – 12| = |3x - 4).
(2) |x – 1| = -5|(2 – x)
Transcribed Image Text:Practice 2.1. Find the solution set for the equation. | 3х - 9 (2) (1) |2r – 1| = 5. = 3. Practice 2.2. Find the solution set for the equation. (1) |3x – 6| + 4 = 13. (2) 3|2x - 5| == 9. Practice 2.3. Find the solution set for the equation. (1) |5x – 10| + 6 = 6. (2) –3|3x – 11| = 5. Practice 2.4. Find the solution set for the equation. (1) |5x – 12| = |3x - 4). (2) |x – 1| = -5|(2 – x)
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