How to create this specific geometric template?
-2
$begingroup$
I'm trying to find a way to create this geometric template... I simply need to find a way to create a circle with my desired number of points spread evenly around it.
geometry wolfram-alpha
asked Jan 6 at 8:41
Aman TrivediAman Trivedi
466
$endgroup$
add a comment |
-2
$begingroup$
I'm trying to find a way to create this geometric template... I simply need to find a way to create a circle with my desired number of points spread evenly around it.
geometry wolfram-alpha
asked Jan 6 at 8:41
Aman TrivediAman Trivedi
466
$endgroup$
$begingroup$
For a solution in the Wolfram/Mathematica language, you might want to post this question to the Mathematica StackExchange. Otherwise, tell us what drawing tool(s) you wish to use. (The online GeoGebra app is a good choice.)
$endgroup$
– Blue
Jan 6 at 8:50
$begingroup$
I don't mind trying out a new tool. Can you guide me as to how I can create such a circle in geogebra?
$endgroup$
– Aman Trivedi
Jan 6 at 9:04
$begingroup$
A quick(?) way: In the "Tools" tab (circle/triangle), select "Regular Polygon" (2nd item under "Polygons"). On the canvas, click two points that define one edge of the polygon; you'll be prompted for the number of sides. This creates a regular polygon with the prescribed number of vertices. Since you want a circle, click the "Midpoint" tool under "Construct", and click inside your polygon; you'll get its center. Select first "Circle" tool; click the center and one of the vertices: there's your circle. Hide the polygon by going to the "Algebra" tab (calculator) and clicking the polygon's dot.
$endgroup$
– Blue
Jan 6 at 9:22
1
$begingroup$
Thank you so much!!
$endgroup$
– Aman Trivedi
Jan 6 at 19:19
add a comment |
-2
-2
-2
$begingroup$
I'm trying to find a way to create this geometric template... I simply need to find a way to create a circle with my desired number of points spread evenly around it.
geometry wolfram-alpha
asked Jan 6 at 8:41
Aman TrivediAman Trivedi
466
$endgroup$
I'm trying to find a way to create this geometric template... I simply need to find a way to create a circle with my desired number of points spread evenly around it.
geometry wolfram-alpha
geometry wolfram-alpha
asked Jan 6 at 8:41
Aman TrivediAman Trivedi
466
asked Jan 6 at 8:41
Aman TrivediAman Trivedi
466
asked Jan 6 at 8:41
Aman TrivediAman Trivedi
466
asked Jan 6 at 8:41
Aman TrivediAman Trivedi
466
asked Jan 6 at 8:41
Aman TrivediAman Trivedi
466
466
$begingroup$
For a solution in the Wolfram/Mathematica language, you might want to post this question to the Mathematica StackExchange. Otherwise, tell us what drawing tool(s) you wish to use. (The online GeoGebra app is a good choice.)
$endgroup$
– Blue
Jan 6 at 8:50
$begingroup$
I don't mind trying out a new tool. Can you guide me as to how I can create such a circle in geogebra?
$endgroup$
– Aman Trivedi
Jan 6 at 9:04
$begingroup$
A quick(?) way: In the "Tools" tab (circle/triangle), select "Regular Polygon" (2nd item under "Polygons"). On the canvas, click two points that define one edge of the polygon; you'll be prompted for the number of sides. This creates a regular polygon with the prescribed number of vertices. Since you want a circle, click the "Midpoint" tool under "Construct", and click inside your polygon; you'll get its center. Select first "Circle" tool; click the center and one of the vertices: there's your circle. Hide the polygon by going to the "Algebra" tab (calculator) and clicking the polygon's dot.
$endgroup$
– Blue
Jan 6 at 9:22
1
$begingroup$
Thank you so much!!
$endgroup$
– Aman Trivedi
Jan 6 at 19:19
add a comment |
$begingroup$
For a solution in the Wolfram/Mathematica language, you might want to post this question to the Mathematica StackExchange. Otherwise, tell us what drawing tool(s) you wish to use. (The online GeoGebra app is a good choice.)
$endgroup$
– Blue
Jan 6 at 8:50
$begingroup$
I don't mind trying out a new tool. Can you guide me as to how I can create such a circle in geogebra?
$endgroup$
– Aman Trivedi
Jan 6 at 9:04
$begingroup$
A quick(?) way: In the "Tools" tab (circle/triangle), select "Regular Polygon" (2nd item under "Polygons"). On the canvas, click two points that define one edge of the polygon; you'll be prompted for the number of sides. This creates a regular polygon with the prescribed number of vertices. Since you want a circle, click the "Midpoint" tool under "Construct", and click inside your polygon; you'll get its center. Select first "Circle" tool; click the center and one of the vertices: there's your circle. Hide the polygon by going to the "Algebra" tab (calculator) and clicking the polygon's dot.
$endgroup$
– Blue
Jan 6 at 9:22
1
$begingroup$
Thank you so much!!
$endgroup$
– Aman Trivedi
Jan 6 at 19:19
$begingroup$
For a solution in the Wolfram/Mathematica language, you might want to post this question to the Mathematica StackExchange. Otherwise, tell us what drawing tool(s) you wish to use. (The online GeoGebra app is a good choice.)
$endgroup$
– Blue
Jan 6 at 8:50
$begingroup$
For a solution in the Wolfram/Mathematica language, you might want to post this question to the Mathematica StackExchange. Otherwise, tell us what drawing tool(s) you wish to use. (The online GeoGebra app is a good choice.)
$endgroup$
– Blue
Jan 6 at 8:50
$begingroup$
I don't mind trying out a new tool. Can you guide me as to how I can create such a circle in geogebra?
$endgroup$
– Aman Trivedi
Jan 6 at 9:04
$begingroup$
I don't mind trying out a new tool. Can you guide me as to how I can create such a circle in geogebra?
$endgroup$
– Aman Trivedi
Jan 6 at 9:04
$begingroup$
A quick(?) way: In the "Tools" tab (circle/triangle), select "Regular Polygon" (2nd item under "Polygons"). On the canvas, click two points that define one edge of the polygon; you'll be prompted for the number of sides. This creates a regular polygon with the prescribed number of vertices. Since you want a circle, click the "Midpoint" tool under "Construct", and click inside your polygon; you'll get its center. Select first "Circle" tool; click the center and one of the vertices: there's your circle. Hide the polygon by going to the "Algebra" tab (calculator) and clicking the polygon's dot.
$endgroup$
– Blue
Jan 6 at 9:22
$begingroup$
A quick(?) way: In the "Tools" tab (circle/triangle), select "Regular Polygon" (2nd item under "Polygons"). On the canvas, click two points that define one edge of the polygon; you'll be prompted for the number of sides. This creates a regular polygon with the prescribed number of vertices. Since you want a circle, click the "Midpoint" tool under "Construct", and click inside your polygon; you'll get its center. Select first "Circle" tool; click the center and one of the vertices: there's your circle. Hide the polygon by going to the "Algebra" tab (calculator) and clicking the polygon's dot.
$endgroup$
– Blue
Jan 6 at 9:22
1
1
$begingroup$
Thank you so much!!
$endgroup$
– Aman Trivedi
Jan 6 at 19:19
$begingroup$
Thank you so much!!
$endgroup$
– Aman Trivedi
Jan 6 at 19:19
add a comment |
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$begingroup$
For a solution in the Wolfram/Mathematica language, you might want to post this question to the Mathematica StackExchange. Otherwise, tell us what drawing tool(s) you wish to use. (The online GeoGebra app is a good choice.)
$endgroup$
– Blue
Jan 6 at 8:50
$begingroup$
I don't mind trying out a new tool. Can you guide me as to how I can create such a circle in geogebra?
$endgroup$
– Aman Trivedi
Jan 6 at 9:04
$begingroup$
A quick(?) way: In the "Tools" tab (circle/triangle), select "Regular Polygon" (2nd item under "Polygons"). On the canvas, click two points that define one edge of the polygon; you'll be prompted for the number of sides. This creates a regular polygon with the prescribed number of vertices. Since you want a circle, click the "Midpoint" tool under "Construct", and click inside your polygon; you'll get its center. Select first "Circle" tool; click the center and one of the vertices: there's your circle. Hide the polygon by going to the "Algebra" tab (calculator) and clicking the polygon's dot.
$endgroup$
– Blue
Jan 6 at 9:22
1
$begingroup$
Thank you so much!!
$endgroup$
– Aman Trivedi
Jan 6 at 19:19