Question

27:56 a 20 ?? (1 Point) Solve \( |x|<-3 \) \( x \in(-3, \infty) \) \( x \in(-\infty,-3) \) \( x \in \phi \) \( x \in R \) 21 Convert \( 210^{\circ} \) degree to radian

          27:56
a

20
?? (1 Point)
Solve \( |x|<-3 \)
\( x \in(-3, \infty) \)
\( x \in(-\infty,-3) \)
\( x \in \phi \)
\( x \in R \)
21
Convert \( 210^{\circ} \) degree to radian

27:56
a

20
?? (1 Point)
Solve |x|<-3
x ∈(-3, ∞)
x ∈(-∞,-3)
x ∈ϕ
x ∈ R
21
Convert 210^∘ degree to radian

Added by Brian S.

Beginning and Intermediate Algebra

Margaret L. Lial , John Hornsby 5th Edition

Chapter 2

Instant Answer

Solved by Expert Supreeta N

Step 1

- The absolute value \( |x| \) represents the distance of \( x \) from 0, which is always non-negative. - Therefore, \( |x| < -3 \) is impossible because an absolute value cannot be less than a negative number. Conclusion: The solution is \( x \in \phi \) (the Show more…

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27:56 a 20 ４） (1 Point) Solve \( |x|<-3 \) \( x \in(-3, \infty) \) \( x \in(-\infty,-3) \) \( x \in \phi \) \( x \in R \) 21 Convert \( 210^{\circ} \) degree to radian