Mathematics: What is the solution to the compound inequality in interval notation? 4(x+1) −4or2x−4≤−10 (−∞,−3] or (−2,∞) (−∞,−3] or (2,∞) (−3,−2] (−∞,−2) or [3,∞)

What is the solution to the compound inequality in

Ответ:

jmitial

03.01.2022

hello :
4(x+1)>−4or2x−4≤−10
1) solve :
4(x+1)>−4
x+1 > -1
x > - 2 (−2,∞ )
solve :
2x−4≤−10
2x ≤ -6
x ≤ -3 (−∞,−3]
the answer is : (−∞,−3] or (−2,∞)

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Ответ:

FlayMaster101

05.09.2022

Mathematics

● rotation of 90° counterclockwise about the origin

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What is the solution to the compound inequality in interval notation?
4(x+1)> −4or2x−4≤−10
(−∞,−3] or (−2,∞)
(−∞,−3] or (2,∞)
(−3,−2]
(−∞,−2) or [3,∞)

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What is the solution to the compound inequality in interval notation? 4(x+1)> −4or2x−4≤−10 (−∞,−3] or (−2,∞) (−∞,−3] or (2,∞) (−3,−2] (−∞,−2) or [3,∞)

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What is the solution to the compound inequality in interval notation?
4(x+1)> −4or2x−4≤−10
(−∞,−3] or (−2,∞)
(−∞,−3] or (2,∞)
(−3,−2]
(−∞,−2) or [3,∞)