Prove that Any point inside an angle, equidistant from its arms, is on the bisector of it 😊🥰 💯💯

Описание: Assalamualaikum dear students in this Video we will Discuss about...👇👇👇

Line
Ray
Line segment
Right bisector
Perpendicular bisector
Angle bisector
Angle bisectors of triangle
Congruence of triangles
Correspondence of triangles

9th Math (Science group 🥰💯)

Unit # 12
Theorem # 12.1.5

Prove that Any point inside an angle, equidistant from its arms, is on the bisector of it🥰🥰❤️❤️

any point on the bisector of an angle is equidistant from its arms,any point on the right bisector of a line segment is equidistant from its end points,theorem: any point on the right bisector of a line segment is equidistant from its end points,angle bisector,any point inside an angle equidistant from its arms is on the bisector of it,any point on the bisector of an angle is equidistant from its arm,is on the bisector of it.,equidistant from its arms
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Proved in Very Easy concept 💯 🥰
In Both English and Urdu Medium 🥰💯

To watch My previous lectures click given below 👇 👇 👇
9th Math Ch#12:    • 9th Math Ch#12  
   • 9th Math || Ch#10 || Congruent Triangles||...  
To watch the Definitions of perpendicular bisector and Angle bisector click the link below 👇 👇
   • Define Right bisector and Angle bisector 🥰...  




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