Indian Satalite Frequency Numbers

exercises List: 1.-

Find the coordinates of the four corners of your screen, making exploratory developments. When you know, write a procedure, called "framework" draw a rectangular frame around the screen.

2.-Make A procedure called "hexagon" to draw a hexagon of side 120, with thick brown 3 and (8) on a red background (12).

Remember: The colors of both the bottom of the screen, like the stroke of the pen,
orders are set poncolorpapel (poncp) and poncolorlapiz (poncl) followed by a color code.
The code can be a number between 0 and 15, so that each number corresponds to a color, for example: poncl 1 to draw blue lines.

3.-Make a procedure called "dodecagon" to draw a side dodecagon 40, thickness 2 and blue (1) on yellow (6).

4.-Knowing that to draw any regular polygon of side 100, all orders
is the same, since the only variation between a polygon and another is the number of sides, which matches the number of repetitions, and the angle to turn the turtle. Copy
word Documet of the following table and fill the empty cells with the appropriate values:

Polygon Sides Order
repeated repeated 3 Triangle 3 [av 100 gd 120]
Square 4 repeats 4 [100 gd av 90]
Pentagon Hexagon

5 6 7
Heptagon Octagon Decagon
enneagon

Isodecágono

5.-Write a procedure, called "polygon" followed by the variable "sides" to draw a regular polygon of 100 points per side, with the number of sides indicated in the variable "sides."

6.-Changes the procedure "polygon" to support two parameters: the number of "sides" and "long" side.

7.-Write a procedure called "circle", able to draw a circle of radius prompted.

8.-Create a procedure called "Pentagon", which draw on the graphic display of any pentagon side length. It then uses that process and created a new one called "Pentagon" to draw six pentagons, joined by a vertex and forming a star.

9.-Write a procedure called "type", draw a figure composed of a square
, side 150, which is an equilateral triangle on each side.

10.-Write a procedure called "flower" that is able to draw a flower composed of many petals and two leaves.