E, let’s do the y-coordinate. Let’s do the y-coordinate first. And then the x-coordinate is negative 2. That’ll be my x-axis. I’ll do it lowercase case a in parentheses to differentiate it from this uppercase A.
Notice it’s at negative 4, right above A. Negative 4, negative 4. And we’ll talk a little bit about that as we plot these points. This is y is equal to negative 1, negative 2, negative 3, negative 4. Both of its coordinates are positive. Its x-coordinate is negative 5. So you could go to the left and down.
E, let’s do the y-coordinate.
Homework Help / Module 5
Points on the coordinate plane examples. Coordinate plane Coordinates ordered pairs. Math Basic geometry Coordinate plane Coordinate plane: So 3 comma 3. I kath you’re getting the hang of this. Points on the coordinate plane. So you have this point right here, A.
It’s going to have to be on the same horizontal as that point. And then what’s the next point? Video transcript What we’re going to do in this video is, through a bunch of examples, familiarize ourselves with the x,y-coordinate plane.
That’ll be my y-axis. So its x-coordinate, you can see it right there. Right to the left matn point C.
I’ll do it in orange. So that’s x equals 1, 2, 3, 4. If y is positive, but x is negative, you’re in the second. Let me switch colors. That is the point B. Then we’re going to look at some coordinates and figure out where those points are.
Now this point B here, what’s the x-coordinate? So it’s going to have to have the same y value at the same height above the x-axis. And then the x-coordinate is negative 2.
Now we have to figure out the last point here. Then c, 4 negative 4. Worksheets, examples, and solutions to help Grade 2 students learn how to combine shapes to create a composite shape; create a new shape from composite shapes. So it says the following 3 points are 3 vertices of square A, B, C, D.
Please submit your feedback or enquiries via our Feedback page. Where does it intersect the x-axis?
Coordinate plane parts review. This is negative 5. And they call this the fourth quadrant. And that is our point A.