Construct Congruent Segments
Follow these steps for congruent segment constructions:
1) Using the SEGMENT TOOL, make a segment CD of any length[br]2) Using the COMPASS TOOL, create a circle with radius AB and center point C[br]3) Using the POINT TOOL, mark the intersection of circle C and segment CD[br][br][i]REMEMBER: Congruent circles have the same radius. [i][i]The compass tool measures and preserves the radius. [/i][/i]Therefore, the [i]compass tool can be used to draw congruent segments.[/i][/i]
Construction #1
Construction #2
Construction #3
Construction #4
CHALLENGE QUESTION
Construct a segment that is TWICE the length as segment AB
Click the link below to return to the assignment page
[url=https://ggbm.at/PvRc5ZDv]https://ggbm.at/PvRc5ZDv[/url]
Copy of Construct Perpendicular Bisector (Midpoint)
Follow these steps to construct perpendicular bisectors
1) Using the COMPASS TOOL, create a circle with radius AB and center point A[br]2) Using the COMPASS TOOL, create a circle with radius AB and center point B[br]3) Using the SEGMENT TOOL, draw a segment that connects the intersections of circles A and B[br]4) Using the POINT TOOL, mark point E at the intersection of segments AB and CD[br][br][i]RESULTS: Segment CD is the [b]Perpendicular Bisector [/b]of segment AB[br] Point E is the [b]Midpoint[/b] of segment AB[/i]
Construction #1
Construction #2
Construction #3
Click link below to return to the assignment page
[url=https://ggbm.at/PvRc5ZDv]https://ggbm.at/PvRc5ZDv[/url]