Determine the solution sets of each inequality. 1. 2x228 [0, 1/2] [0, 1/2] (-00,-2) U (0, +o) All Real Solutions 2. 2x2+4x>0 3. 4(x2+2)58 4. 3x2+5xsx2+6x 5. x2 < 0 (-00, 2] U [2, +o) (0,2) (4,6) {0} No real solutions 6. x2-6x2-9 7. 4x2-8x<0 [0, 1/2] [0, 1/2] 8. x2-10x+24<0
Determine the solution sets of each inequality. 1. 2x228 [0, 1/2] [0, 1/2] (-00,-2) U (0, +o) All Real Solutions 2. 2x2+4x>0 3. 4(x2+2)58 4. 3x2+5xsx2+6x 5. x2 < 0 (-00, 2] U [2, +o) (0,2) (4,6) {0} No real solutions 6. x2-6x2-9 7. 4x2-8x<0 [0, 1/2] [0, 1/2] 8. x2-10x+24<0
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter5: Linear Inequalities
Section5.5: Solving Inequalities Involving Absolute Value
Problem 51PFA
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![Determine the solution sets of each inequality.
1.
2x228
[0, 1/2]
[О, 1/2]
|(-00,-2) U (0, +∞)
2.
2x2+4x>0
3. 4(x2+2)58
All Real Solutions
(-0, 2] U [2, +∞)
|(0,2)
|(4,6)
{0}
No real solutions
4.
3x2+5xSx²+6x
5.
x2 < 0
6.
х2-6х2-9
7.
4x2-8x<0
[0, 1/2]
8.
x2-10x+24<0
[0, 1/2]
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Transcribed Image Text:Determine the solution sets of each inequality.
1.
2x228
[0, 1/2]
[О, 1/2]
|(-00,-2) U (0, +∞)
2.
2x2+4x>0
3. 4(x2+2)58
All Real Solutions
(-0, 2] U [2, +∞)
|(0,2)
|(4,6)
{0}
No real solutions
4.
3x2+5xSx²+6x
5.
x2 < 0
6.
х2-6х2-9
7.
4x2-8x<0
[0, 1/2]
8.
x2-10x+24<0
[0, 1/2]
Previous
Next
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