Which inequality's solution is shown by this graph? Mathiis.com A. x² + 3x > 0 В. x + 3х <0 С. х2 - 3х > 0 D. x? - Зx <0 Which graph is being described by the inequality's solution x < -4 or x > 1? А. C. 1 в. D. + -4 1 -4 Write the solutiui set of yuauratic inequality x? – 3x – 18 > v in intei vai ilotation. А. [-3,6] B. (-3,6) D. [-0, –3] or [6, +∞] C. (-, -3] or [6, +∞)
Which inequality's solution is shown by this graph? Mathiis.com A. x² + 3x > 0 В. x + 3х <0 С. х2 - 3х > 0 D. x? - Зx <0 Which graph is being described by the inequality's solution x < -4 or x > 1? А. C. 1 в. D. + -4 1 -4 Write the solutiui set of yuauratic inequality x? – 3x – 18 > v in intei vai ilotation. А. [-3,6] B. (-3,6) D. [-0, –3] or [6, +∞] C. (-, -3] or [6, +∞)
Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter10: Inequalities
Section10.7: Graphing Linear Inequalities
Problem 7OE
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![3. Which inequality's solution is shown by this graph?
Mathllits.com
А. х + 3x > 0
В. х2 + 3x <0
С. x — Зх > 0
D. x2 – 3x < 0
4. Which graph is being described by the inequality's solution x < –4 or x 2 1?
А.
C.
-4
-4
В.
D. +
-4
1
1
5. Write the solutiuii set of quauratic inequality x2 – 3x – 18 s u in inter vai inotation.
A. (-3,6]
В. (-3,6)
C. (-o, -3] or [6, +∞)
D. [-0, –3] or [6, +∞]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd981c85f-dd91-4abc-ac8b-e57af4494767%2F841b5b5f-82b6-4a91-b253-7dc2580d3ae9%2F51kqi5g_processed.png&w=3840&q=75)
Transcribed Image Text:3. Which inequality's solution is shown by this graph?
Mathllits.com
А. х + 3x > 0
В. х2 + 3x <0
С. x — Зх > 0
D. x2 – 3x < 0
4. Which graph is being described by the inequality's solution x < –4 or x 2 1?
А.
C.
-4
-4
В.
D. +
-4
1
1
5. Write the solutiuii set of quauratic inequality x2 – 3x – 18 s u in inter vai inotation.
A. (-3,6]
В. (-3,6)
C. (-o, -3] or [6, +∞)
D. [-0, –3] or [6, +∞]
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