Applets, Screencasts, Problems and Challenges are posted below. The newest should be at the top of the page, with the exception of my portfolio problem.

Create and embed and applet that uses the SEQUENCE[] Command in a creative way. You have a lot of freedom, here. However, you need to make explicit how you used the SEQUENCE[] command to do the dirty work. You will need to use the GeoGebra HELP menu to find out how to use it.

GEOGEBRA ASSIGNMENT Due FRIDAY 11/5! Create and embed an applet on your wiki page that shows how the Altitudes, Perpendicular Bisectors, and Medians work. You should include a check box to hide and reveal things, as well appropriate 'DECORATIONS" to illustrate the correct markings on your triangle.You should also include some text to describe any significant features of the special segments.

Perpendicular lines problem

Page 3 #9

I simply chose two points that fit the criteria of the problem, and then drew two congruent right triangles.

line RQ ---->

eq=y=-3/4

line QP ---->

eq=y=4/3

since (4/3)(-3/4)=-1, the slopes are negative reciprocals of each other meaning that the segments are perpendicular. Therefore, angle PQR is a right angle.

Welcome to My Wiki page!Applets, Screencasts, Problems and Challenges are posted below. The newest should be at the top of the page, with the exception of my portfolio problem.brought to you by Livescribe

Matt B Portfolio Problem

Reflecting a Point Over a Line Applet

Transformations Applet

Create and embed and applet that uses the SEQUENCE[] Command in a creative way. You have a lot of freedom, here. However, you need to make explicit how you used the SEQUENCE[] command to do the dirty work. You will need to use the GeoGebra HELP menu to find out how to use it.

! Create and embed an applet on your wiki page that shows how the Altitudes, Perpendicular Bisectors, and Medians work. You should include a check box to hide and reveal things, as well appropriate 'DECORATIONS" to illustrate the correct markings on your triangle.You should also include some text to describe any significant features of the special segments.GEOGEBRA ASSIGNMENT Due FRIDAY 11/5Perpendicular lines problem

Page 3 #9

I simply chose two points that fit the criteria of the problem, and then drew two congruent right triangles.

line RQ ---->

line QP ---->

since (4/3)(-3/4)=-1, the slopes are negative reciprocals of each other meaning that the segments are perpendicular. Therefore, angle PQR is a right angle.