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
Mechanical pencils are the same in principle. They allow you to have a (somewhat) sharp point on a pencil without causing the user to have a decent writing utensil without spending 5 minutes trying to get a sharp point on a regular pencil.
You start making a capital "Y" in cursive with a small curve on the left. Without lifting the pencil during the rest of it, go slightly up and then drop down, round into a bowl in the middle, go straight up at the same height of the first stroke, and then back down again into a loop and then cross slightly under the bowl to extend the tail.
Yes!!!
If you are referring to the phrase "To serve a purpose" then it would mean to give a use for. For example, A pencil holder cup serves a purpose to a pencil... the pencil give the holder purpose and that purpose is to hold the pencil. Basically it means, that something has a use... there is a reason/intended use for this thing.
by pencil
If you can draw it without lifting your pencil
use a pencil
it depends where the dots are and its easy just leave your pencil on the paper when joining them up!
If you can trace the graph without lifting your pencil then it is continuous.
Hoped this helped!
. . . . . . . . . like this type only in 3 lines.
There is no such thing as a i triangle
Its easy if you are allowed to retrace over one of your lines.- try it and see.
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.
He died when he was lifting a pencil, to much weight sadly for him :(
No. You can have at most two vertices where an odd number of lines meet. The required figure has four.
well think! You can be smart, you can use a electronic but u cant use ur brain