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Q: How do you draw a translated figure on a coordinate plane?
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When a figure is translated on a coordinate grid what conclusion can you draw from the pre image and image?

That the image has moved in the same direction and distance of its outline


When a figure is translated on a coordinate grid what conclusion can you draw fromn the preimage and image?

A translation of shape on the coordinated grid moves it in the same distance and in the same direction


What shape do you get when you sketch 7 points draw a closed plane figure?

as in a 7 sided figure? a heptagon


To draw or plot the Points named by certain numbers or ordered pairs on a number line or coordinate plane?

The answer is 'graph'


What shape do you get when you sketch 9 points draw a closed plane figure?

a nonagon


Why is the coordinate plane a useful tool in geometric shapes and transformation?

There are 2 reasons to use a cooridnate plane. The coordinate plane provides an accurate referance for determining parallel lines and other characteristics. For example, if one line runs along the x axis and one along the y, you can conclude they are perpendicular. Also, the plane allows people to draw an accurate figure based on a few numbers instead of having to specify every angle measure and every side length.


How do you draw a coordinate graph?

how can you draw a coordinate graph using feet and meters


How can you use a coordinate plane to draw a polygon?

You do not need a coordinate plane to draw a polygon. A polygon is simply a plane shape whose boundaries are straight line segments that meet at their ends but do not cross. So draw any number of points and draw straight ines from one to the next, and on to the next, and so on except that you must not cross an existing line and the last line must end at the starting point. And there you have it: your polygon!You do not need a coordinate plane to draw a polygon. A polygon is simply a plane shape whose boundaries are straight line segments that meet at their ends but do not cross. So draw any number of points and draw straight ines from one to the next, and on to the next, and so on except that you must not cross an existing line and the last line must end at the starting point. And there you have it: your polygon!You do not need a coordinate plane to draw a polygon. A polygon is simply a plane shape whose boundaries are straight line segments that meet at their ends but do not cross. So draw any number of points and draw straight ines from one to the next, and on to the next, and so on except that you must not cross an existing line and the last line must end at the starting point. And there you have it: your polygon!You do not need a coordinate plane to draw a polygon. A polygon is simply a plane shape whose boundaries are straight line segments that meet at their ends but do not cross. So draw any number of points and draw straight ines from one to the next, and on to the next, and so on except that you must not cross an existing line and the last line must end at the starting point. And there you have it: your polygon!


What does the word graph mean in algebra terms?

It means that you should draw the equation (or set of points) given by plotting it on a two-dimensional coordinate plane.


Where do you find a place to draw a plane figure?

easiest way go in to your paint programm Better way Autocad


What is a close plane figure?

A plane figure is one that is entirely in one plane. One way to think of that is it can be made to lie flat - no ups or downs. A closed figure is one where you can go around the outside of the figure and return to your starting point - without jumping. If you take any two points - one inside the figure and one outside, then you cannot draw a curve from one to the other without crossing the boundary of the figure.


What is the definition of coordinate pair?

a coordinate pair is a pair of fractions that show u how to draw with purple dinousors by ur side (fyi this is wrong lol ). * * * * * Why bother with that answer? A coordinate pair is a way of describing the position of a point in 2-dimensional space, devised by Rene Descartes. You select any point on the plane and call it the origin and its coordinate reference is (0,0). The position of any other point in the plane can be identified by how far to the right (the first of the coordinate pair), and how far up (the second) it is. In basic terms, that is it. For points to the left of the origin, the first coordinate is negative. For points to that are lower down, the second coordinate is negative.