facas9
2021-02-06
Margot Mill
Skilled2021-02-07Added 106 answers
A linear inequality's boundary line must be located before it can be graphed. By substituting an equals sign for the inequality sign, the border may be identified.
Replacing the inequality symbol in with an equals gives y=−2. The boundary line is then a horizontal line passing through −2 on the y-axis.
The boundary line must be graphed as a solid line if the inequality symbol is or and graphed as a dashed line is the inequality symbol is > or <.
Since has > as the inequality symbol, you must then graph y=−2 as a dashed line.
You must then determine where to shade. Since is stating that y must be BIGGER than −2, you must then shade above the boundary line. This is because all the points above the boundary line have yy-coordinates that are bigger than −2.
The graph is then:
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a.
b.
c.
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,
,
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simplify
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