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Match it!
Match it! Select the correct answer from the pull down...Good luck!
A triangle has:
perpendicular bisectors
All choices
Collinear
NM=NP
M
Orthocenter
isosceles
Ruler and compass
OMN is a triangle such that MO = MN, then it is an isosceles triangle of vertex:
perpendicular bisectors
All choices
Collinear
NM=NP
M
Orthocenter
isosceles
Ruler and compass
I am a triangle with two equal sides. So I am:
perpendicular bisectors
All choices
Collinear
NM=NP
M
Orthocenter
isosceles
Ruler and compass
MNP is an isosceles triangle of vertex N, then:
perpendicular bisectors
All choices
Collinear
NM=NP
M
Orthocenter
isosceles
Ruler and compass
Three points belong to same straight line are called:
perpendicular bisectors
All choices
Collinear
NM=NP
M
Orthocenter
isosceles
Ruler and compass
To construct the circumscribed circle about a triangle, we should first draw the:
perpendicular bisectors
All choices
Collinear
NM=NP
M
Orthocenter
isosceles
Ruler and compass
The meeting point of the three heights is called:
perpendicular bisectors
All choices
Collinear
NM=NP
M
Orthocenter
isosceles
Ruler and compass
The tools that should be used to construct a triangle given the length of its 3 sides:
perpendicular bisectors
All choices
Collinear
NM=NP
M
Orthocenter
isosceles
Ruler and compass
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