Which is true about the solution to the system of inequalities shown? y > 3x + 1 y < 3x – 3
2 answers:
Answer:
There are no solutions.
Step-by-step explanation:
Given the system of inequalities:
y > 3x + 1
y < 3x – 3
There are no solutions, because there is no y value that satisfy both inequalities at the same time for a given x.
In the picture attached, the solution of each inequality is shown. The two lines have the same slope but in one inequality y-variable is greater than the line and in the other one is less than the line. Then, there are no solutions.
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I think it would be b) because you're given a slope of 0, so that leaves you with
, resulting into this
You'd be just left with a continuous horizontal line going through the y-axis of 3 since you're passing the point (2,3), where 3 represents the y-value when your slope is at 0.
, resulting into this
You'd be just left with a continuous horizontal line going through the y-axis of 3 since you're passing the point (2,3), where 3 represents the y-value when your slope is at 0.