Infection Behind My Lip

Mate 2 Unit 2 Teaching Sequence Mate 2














NATIONAL AUTONOMOUS UNIVERSITY OF MEXICO
COLLEGE OF SCIENCES AND HUMANITIES
PLATEL Azcapotzalco
SEQUENCE LEARNING MATHEMATICS 2 UNIT 2



ACTIVITY 5 Polygon
Description of Activity: Students determine
the differences between regular and irregular polygons, regular polygons played in a circle seen in the face session following the same steps mentioned using GeoGebra which are the characteristics of each site and checking it regularly and why.
Development Activity:
1. Define and find the differences between regular and irregular polygons, in GeoGebra outline some examples of such sites.
2. GeoGebra now develop the following sites that we set at the meeting in person:
 An equilateral triangle within a circle taking into account the auxiliary trace its outline. (Figure 1)
 A square within a circle without deleting the auxiliary trace its outline. (Figure 2)
 A pentagon within a circle marking on the figure which is the segment that marks the side "L5" do not delete the other auxiliary lines, give format. (Figure 3)
 A hexagon within a circle, without deleting the auxiliary lines, to which, they can be formatted. (Figure 4)
 A heptagon within a circle, which brand is the segment that represents the far side of the heptagon, without deleting the auxiliary lines, to which, they can be formatted. (Figure 5)
 An octagon within a circle, draw the bisectors and find the polygon, do not delete the lines that deal, give them form. (Figure 6)
 A enneagon within a circle marking on the figure which is the segment that represents the side of the polygon "L9" do not delete the other auxiliary lines, give format. (Figure 7)
 A decagon in a circle, marking the figure which is the segment that gives us far side "L10", which helps us trace the decagon, do not delete the other auxiliary lines, give format. (Figure 8)
 A dodecagon within a circle, do not delete the auxiliary lines. (Figure 9)
tools most used for construction are:


Segment between two points or center
Midpoint Circle

given its center and one of its Perpendicular



circumference given its center and one of

intersection points between two objects Poligono


regular

angle