Angle bisectors - Kuta Software

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Infinite Geometry
Name___________________________________
Kuta Software - Infinite Geometry
Construct the bisector of each angle.
1) 2)
Date________________ Period____
For each triangle, construct the angle bisector of angle A.
3)
4)
A
A

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Locate the incenter of each triangle.
5) 6)
For each triangle, construct all three angle bisectors to show they are concurrent.
7) 8)

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©E g2i041p2B TKAuDt2aG 1SBoFfstOwOaYrHeG YLvLoCJ.3 I PAmlklH yr7ijgehLtjsl FrXe9sle1r8vZeYdd.o U GMnaTd6eh kwxittxhb DIlnXfHi0nwiKtjex fGfego8m2eqt6rVyY.F Worksheet by Kuta Software LLC
Infinite Geometry
Name___________________________________
Kuta Software - Infinite Geometry
Construct the bisector of each angle.
1) 2)
Date________________ Period____
For each triangle, construct the angle bisector of angle A.
3)
4)
A
A

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©n R240Y1r2l GKCultqa3 QSao7fEtuwmaSr6ee SL6LAC5.4 4 5AYlylt qrSiHgFhZtKsS trSeqsceHr7vHeZdn.F S tMOa6dLeZ kwSimtJhY GImnMf1iFngiMtLen rGCeAokmgewtarRy8.J Worksheet by Kuta Software LLC
Locate the incenter of each triangle.
5) 6)
For each triangle, construct all three angle bisectors to show they are concurrent.
7) 8)
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