Re: Which of the following points are located in the shaded region of the
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11 Dec 2022, 04:00
OE
First, find the equation of the line that defines the shaded region, expressed as y = mx + b, Using the origin and the one given point in the diagram, the slope m equals 1/4, and the y-intercept b is 0. So y = 1/4 x is the boundary line. Looking at the figure, if either x or y are positive, then the point isn’t in the shaded region; you can eliminate choices (A), (B), and (E). For the other choices, plug in the x-values. If the resulting y-value is less than the y-value in the choice, that point lies below the line and outside the shaded region. So you’re looking for points for which y ≥ 1/4 x. when y ≤ 0 and x ≤ 0. This is true for correct choices (C) and (F).