Represent the following inequality graphically: x + 3 > 8, x ∈ W
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Removing modules from given ∣x∣≤3
inequality ∣x∣≤3, we get
⇒−3≤x≤3
⇒x≤3 ..(i)
and x≥−3..(ii)
writing inequality (i) in equation form,
x=3
line x=3, will be right side of y-axis and parallel to y-axis writing inequality (ii) in equation form, r=−3.
Line x=−3, will be left side of y-axis and II to y-axis.
Graph of both linear equations is as follows:
Thus, inequality ∣x∣≤3 satisfy by origin (0,0)
Therefore shaded part from line x=3 to x=−3 will be required solution set.
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