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Yes: First drawer a Hexagon (6 sided figure), as you complete the last side, continue around the outside adding the "points" of the star (forming triangles at each side of the Hexagon), and thus completing the Star

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13y ago

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Related Questions

How can you tell if a graph is continuous?

If you can draw it without lifting your pencil


How do you make a x inside a box without lifting your pen?

use a pencil


How do you connect 10 dots without lifting pencil?

it depends where the dots are and its easy just leave your pencil on the paper when joining them up!


How can you use a graph to find out if the domain is continuous or discrete?

If you can trace the graph without lifting your pencil then it is continuous.


How do you draw 3 squares without lifting your pencil?

To draw three squares without lifting your pencil, start by drawing the first square. From the last corner of that square, continue by drawing a second square that shares one side with the first. Then, from the last corner of the second square, draw the third square, ensuring that it also shares a side with the second. This way, all three squares are connected, allowing you to complete the task without lifting your pencil.


Is lifting a pencil work?

Yes, lifting a pencil requires using muscles, which is considered physical work. However, in the context of physical activity or exercise, lifting a pencil would not be considered a significant form of exercise.


Show diagram on how do you connect nine dots with four lines without lifting your pencil from the paper?

Hoped this helped!


How can you connect 9 dots without lifting your pencil with only 3 lines?

. . . . . . . . . like this type only in 3 lines.


How do you draw 2 connected squares with an x in both of them and i triangle on the very top without lifting you pencil or overlapping?

There is no such thing as a i triangle


How do you draw a square with four triangles surrounding it with a x in the square without lifting your pencil?

Its easy if you are allowed to retrace over one of your lines.- try it and see.


Condition for the continuity and differentiablity of a function?

An intuitive answer (NOTE: this is far from precise!) A function is continuous if you can trace its graph without lifting your pencil from the page. If, additionally, it is smooth everywhere without any jagged edges or abrupt corners, then it is differentiable. It is not possible for a function to be differentiable but not continuous. On the other hand, plenty of functions are continuous without being differentiable.


What happened to MrKennedy?

He died when he was lifting a pencil, to much weight sadly for him :(