Question

choose a point that lies on the graph of y = x + 1. Substitute the values of x and y in the inequality y > x + 1. what do you notice? do you think the graph of y>x+1 includes the points that lie on the graph of y = x + 1? explain. @jordanlovesangel @CausticSyndicalist @tkhunny @mrugala178882 @naruto17

Answer 1

does it say anything else?

Answer 2

nope

Answer 3

here are a few things to notice here. First, look at the dashed red boundary line: this is the graph of the related linear equation x = y. Next, look at the light red region that is to the right of the line. This region (excluding the line x = y) represents the entire set of solutions for the inequality x > y. Remember how all points on a line are solutions to the linear equation of the line? Well, all points in a region are solutions to the linear inequality representing that region.

Let’s think about it for a moment—if x > y, then a graph of x > y will show all ordered pairs (x, y) for which the x-coordinate is greater than the y-coordinate.

The graph below shows the region x > y as well as some ordered pairs on the coordinate plane. Look at each ordered pair. Is the x-coordinate greater than the y-coordinate? Does the ordered pair sit inside or outside of the shaded region?
google ^^^^^^^

Answer 4

ok thanks!!!

Answer 5

did it help?

Answer 6

yes a little bit thanks, it was worded complicatedly

Answer 7

ok welcome