Perpendicular Bisector of a Line Segment and Triangle
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- เผยแพร่เมื่อ 7 ส.ค. 2024
- This geometry video tutorial provides a basic introduction into the perpendicular bisector of a line segment and a triangle. it discusses the perpendicular bisector theorem and the definition of perpendicular bisectors in addition to how to use them in a geometry two column proof problem with statements and reasons. This tutorial also describes how to identify the location of the circumcenter of a acute, right, and obtuse triangle after drawing all 3 altitudes from the vertex of the triangle to the midpoint of the opposite. This video contains plenty of examples and geometry practice problems.
Triangle Congruence - SSS, SAS, ASA:
• Triangle Congruence Th...
CPCTC - 2 Column Proofs With Triangles:
• CPCTC Geometry Proofs ...
Hypotenuse Leg Theorem - HL Postulate:
• Hypotenuse Leg Theorem...
Detour Proofs - Double Triangle Congruence:
• Detour Proofs - Double...
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The Midpoint Formula:
• Midpoint Formula
Missing Diagrams - 2 Column Proofs:
• Missing Diagrams With ...
Right Angle Theorem - SSS & SAS:
• Right Angle Theorem - ...
Altitude, Median, Midpoint & P. Bisector:
• Altitudes, Medians, Mi...
Parallel & Perpendicular Lines - Slope:
• Finding The Slope Give...
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Indirect Proofs - Example Problems:
• Indirect Proofs, Pract...
Proving Parallel Lines With Proofs:
• Proving Parallel Lines...
The Exterior Angle Theorem:
• Exterior Angle Theorem...
Exterior Angle Inequality Theorem:
• Exterior Angle Inequal...
Polygons:
• Polygons
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but why do we even learn this thing
to make perfect sized grilled cheese sandwich bites obviously
@@bantha8470 true
for calculating surface normals? idk
@@eggmeister6641 ye its useless, i have a mental breakdown over useless shit
@@craxdsayain877 actually, there are many equations that deal with coordinate systems that build off these basic equations.
IT's actually helpful thanks you for being there for us I'm really happy to keep going
MR. Organic Chemistry Tutor ,thank you for an incredible video/lecture on the Perpendicular Bisector of a Line Segment and Triangle in Geometry. The discussion of this topis is clear and to the point, however more examples could help for a solid understanding of the theory.
Saves me every single time
sir I know its not the object but I have a problem in hnmr
I'm definitely gonna fail this class lol
Man saving lives
Omg Thanks This Was Hard For Me Then Its Not Hard Any More :D
For the last question I believe there was actually three ways you could've proven the triangles to be congruent. It could've been the SSS Postulate, the SAS Postulate, and the HL Postulate.
Edit: I also believe you could've proved the statement "AB = CB" with the Perpendicular Bisector Theorem since B is a point on the perpendicular bisector, making it equidistant from A to C.
Can you help me out with a problem regarding the perpendicular bisector?
At 16:17, should it be line AB is congruent to line AC (vs. line CB)? A lies on the perpendicular bisector, but C does not. Am I wrong?
Nevermind, I see that he marked it correctly on the diagram, but just wrote it wrong in the statements. All is well. :)
stupid online school doesn’t teach me anything
ikr
im doing this for fun lol im in 5th grade
@@bantha8470 what math are you taking
@@victorzhang6859 I’m in Algebra 2
@@bantha8470 oh im in gemoetry
I see.... I don't get it.
I have a math test tomorrow:
Can we prove that with figures.
Calculations without drawings
Tomorrow is my online exam
This helps. But there is no statement and reason.
i can't understand
Why i am here lol
Putangiba ayosjo nw
للأسف انا متقدم
I’m in mr young’s class
last comment in mounths
To do shit