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If the inequality y < 3x – 4 is graphed in the xy - plane above, which quadrant contains no solutions to the inequality? (A) Quadrant I (B) Quadrant II (C) Quadrant III (D) Q8uadrant IV

If the inequality y < 3x – 4 is graphed in the xy - plane above, which quadrant-example-1
User Koders
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Answer:

T

(B) Quadrant II

xplanation:

Firstly, let us plot the graph of the inequality;


y<3x-4

We can plot the graph as:

From the graph of the inequality, we can see that the solution to the inequality are only contained in the Quadrant I, Quadrant III and Quadrant IV. So, And the is no solution in the Quadrant II.

Therefore, the Quadrant that contains no solutions to the inequality is Quadrant II

If the inequality y < 3x – 4 is graphed in the xy - plane above, which quadrant-example-1
User Anurag Kalia
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3.9k points