1) Using the [b]POINT TOOL[/b], mark a point D on segment AB (about halfway between A and B).[br]2) Using the [b]COMPASS TOOL[/b], create a circle with radius AD and center point A. (Select point D, then select point A, then click on point A again.)[br]3) Using the [b]POINT TOOL[/b], mark a point F where circle A intersects segment AC.[br]4) Using the [b]COMPASS TOOL[/b], create a circle with the radius DF and center point D. (Select point F, then select point D, then click on point D again.)[br]2) Using the [b]COMPASS TOOL[/b], create a circle with the radius DF and center point F. (Select point D, then select point F, then click on point F again.)[br]3) Using the [b]SEGMENT TOOL[/b], draw a segment from point A to the [u]intersection[/u] of circles D and F. (The point will be labeled G.)[br][br][i][size=100][size=150][b]RESULT: [/b]Segment AG is the [b]Angle Bisector[/b] of angle CAB. (Segment AG divides the angle CAB in [b]HALF[/b], so that the two angles, CAG and GAB have the [b]SAME MEASURE[/b]. They are [b]CONGRUENT[/b] angles.)[/size][/size][/i]

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