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Kuta Software - Infinite Geometry Name___________________________________

Period____Date________________©u G2M0o1m0U CKqujtMaC 8Snodfgt6wDaLrxe6 kLKLCCi.v J kAUlklT qrUifgnhOtkse QrYePsGeZrevHe3dg.j

Perpendicular Bisector Constructions

Construct the perpendicular bisector of each.

1)

Construct the perpendicular bisector of side AB of

each triangle.

2)

A

B

C

Locate the circumcenter of each triangle.

3)

-1-

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For each triangle, construct all three perpendicular

bisectors to show they are concurrent.

4)

Circumscribe a circle about each triangle.

5)

-2-

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Kuta Software - Infinite Geometry Name___________________________________

Period____Date________________©g j2R0O1j0R gK6uWt5aW 2SIo4fWtPwQaZrfeT 0LBLtCb.y 2 zAMlpl6 2r8iUgZhHtpsU GrCeOsjeyrvvZeSdB.e

Perpendicular Bisector Constructions

Construct the perpendicular bisector of each.

1)

Construct the perpendicular bisector of side AB of

each triangle.

2)

A

B

C

Locate the circumcenter of each triangle.

3)

-1-

©N v2e0x1A0V IKeukt9ai KSoo8fQtywPayrDe7 ILZLlCa.f r SA6lSlf Arxi7gRhptOsS wr8e6s7eur6vaeidj.S P eMcard9ef AwlivtRh1 lI1nPf3iqnKiItje0 kGzenoMmWewtmrhya.c Worksheet by Kuta Software LLC

For each triangle, construct all three perpendicular

bisectors to show they are concurrent.

4)

Circumscribe a circle about each triangle.

5)

-2-