7
A perpendicular bisector is a line found in a triangle CIRCUMCENTER t cuts the side into two equal parts And because it's perpendicular it makes two right angles d if you draw all three of them Then you'll notice that they intersect We have a name for this special point We call it circumcenter it's a point that we enjoy r r r “Special Lines in a Triangle” by Triangle Head

A perpendicular bisector is a line found in a triangle

  • Upload
    jalena

  • View
    83

  • Download
    3

Embed Size (px)

DESCRIPTION

“Special Lines in a Triangle” by Triangle Head. A perpendicular bisector is a line found in a triangle. It cuts the side into two equal parts. And because it's perpendicular it makes two right angles. r. And if you draw all three of them. r. Then you'll notice that they intersect. r. - PowerPoint PPT Presentation

Citation preview

Slide 1

A perpendicular bisectoris a line found in a triangleCIRCUMCENTERIt cuts the side into two equal partsAnd because it's perpendicular it makes two right anglesAnd if you draw all three of themThen you'll notice that they intersectWe have a name for this special pointWe call it circumcenter it's a point that we enjoyrrr

Special Lines in a Triangle by Triangle HeadThere are special lines in a triangleAnd each one of them has a special centerPerpendicular and angle bisectorsThe medians and the altitudes

a2ab2b2cc

An angle bisector cuts an angle in twoAnd if you draw all three then they will intersect tooThis center has a name yea it's the incenterDon't worry if it's hard 'cause it will get easierINCENTER

The medians all start at a different vertexAnd to the opposite midpoint they do connectAt the point of intersection is the centroidThat's the third type of center yea now we are overjoyedCENTROIDa2ab2bc2c

There are special lines in a triangleAnd each one of them has a special centerPerpendicular and angle bisectorsThe medians and the altitudes

a2ab2b2cc

An altitude is a line that you drawFrom the vertex to the side oppositeIt makes right angles, it's perpendicularAnd where they intersect's the orthocenter

ORTHOCENTER

There are special lines in a triangleAnd each one of them has a special centerPerpendicular and angle bisectorsThe medians and the altitudes

CIRCUMCENTER

INCENTER

a2ab2b2ccCENTROID

ORTHOCENTERTrack 05null, track 5/13187621.92eng - iTunPGAP0eng - iTunNORM 0000079A 000007C9 00004B47 00004AC7 00021BCB 00021BCB 0000638D 000064E4 000065A1 0001869Ceng - iTunSMPB 00000000 00000210 00000B64 00000000007E318C 00000000 003930D1 00000000 00000000 00000000 00000000 00000000 00000000eng - iTunes_CDDB_18C09B10D+186271+13+150+14683+27812+40639+54539+68604+84146+98507+113659+128572+144392+158050+173445eng - iTunes_CDDB_TrackNumber5