What is the graph of the system? Y<x+4 2x+y<-4
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GPT 3.5
The graph of the system of inequalities y < x + 4 and 2x + y < -4 would be the region where the two shaded areas intersect.
The graph of y < x + 4 is a dotted line with a shaded area below the line.
The graph of 2x + y < -4 is a dotted line with a shaded area below the line.
When you graph both inequalities on the same graph, the shaded areas where both graphs overlap would represent the solution to the system of inequalities.
The graph would be a region in the lower half-plane where both shaded areas overlap.
The graph of y < x + 4 is a dotted line with a shaded area below the line.
The graph of 2x + y < -4 is a dotted line with a shaded area below the line.
When you graph both inequalities on the same graph, the shaded areas where both graphs overlap would represent the solution to the system of inequalities.
The graph would be a region in the lower half-plane where both shaded areas overlap.
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