So we drop down here into the fourth quadrant. And you’re still going to get to the same point. It’s 1, 2, 3. And y is negative 4. Use the square and the two smallest triangles to make the following polygons. The x-coordinate is 2.
And we are done. Just an interesting thing to know. D, x-coordinate negative 2. Coordinate plane word problem examples. So you go all the way up to 5. And we’ll talk a little bit about that as we plot these points.
That’s just the convention we use.
So we drop down here into the fourth quadrant. Well, the point is going to have to be on the same vertical as this point. You could lexson said, hey, y is equal to negative 3.
Coordinate plane word problem examples. These are in the third, second, first. And notice, both of these have the exact same y. A triangle with 1 square corner. We welcome your feedback, comments and questions about this site or page.
And it’s at y is equal to 3. Point C is 3 comma 3. Draw and identify your favorites below. So that’s that point right there.
A quadrilateral with 4 square corners. If they’re both negative, they’re going to be in the third quadrant.
Points on the coordinate plane examples (video) | Khan Academy
They’re both at the same level below the x-axis. Coordinate plane problems in all four quadrants.
Let me do it in a color that you’ll be able to lezson. Rearrange the parallelogram and the two smallest triangles to make a hexagon. Or you could go down and to the left. Coordinate plane parts review. So it says the following 3 points are 3 vertices of square A, B, C, D.
They call this the second quadrant. E, let’s do the y-coordinate. So you go all the way up to 5. The y-coordinate is 3. And then one last one. Both of its coordinates are positive. So we go x is negative 4.
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Hopefully that gives you a sense of at least figuring out the coordinates. Let’s start with coordinates and figure out where those points are. I could write that this y equals 4. Points on the coordinate plane examples. So its x-coordinate, you can see it right there.
So it’s going to have to have the same y value at the same height above the x-axis.