Answer:Step-by-stepexplanation:Starting from the y-intercept ofyou doby either moving five blocksnorthover one blockwestor five blockssouthover one blockeast[westandsoutharenegatives], then you shade everything to therightof the line because using thezero-intervaltest, also known as thetestpoint[origin],we can determine what side of a line to shade. This is done by plugging "0" in for bothyandx,then determining whether false or true will tell you which side to shade. In this case, we shade to the right of the line because when we plug the test point into the function, we get this false statement:So, we donotwant to shade the side with the origin. We would want to shade the OPPOSITE side, which is what you see in the graph.I am joyous to assist you anytime.* In this case, do not worry about whether to use dashed or solid lines because since your inequality symbol is agreaterthansymbol, that already tells you that you need a dashed line, otherwise it would be solid if it were agreaterthanorequaltosymbol [≥].** Picking ANY point in theshaded regionof a linear inequality equation will ALWAYS make an authentic statement....

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