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1

Properties of Triangles-Revision

त्रिकोणाचे गुणधर्म

त्रिकोण के गुण

Aa01en

Aa02en

Aa03en

Aa04en

Aa05en

Aa06en

Aa07en

Aa01mr

Aa02mr

Aa03mr

Aa04mr

Aa05mr

Aa06mr

Aa07mr

Aa01hi

Aa02hi

Aa03hi

Aa04hi

Aa05hi

Aa06hi

Aa07hi

Aa01ur

Aa02ur

Aa03ur

Aa04ur

Aa05ur

Aa06ur

Aa07ur

Revision

उजळणी

दोहराना

Midpoint

मध्यबिंदू

मध्यबिन्दु

 

A B M (i)
 

(1) In figure (i), M is the midpoint of the segment AB.

(१) सोबतच्या आकृतीत M हा रेख AB चा मध्यबिंदू आहे.

(१) तस्वीर (i) में, M लकीर AB का मध्यबिन्दु है।

 Bisectors

 दुभाजक

 लम्ब

l p n A B M line n ⊥ line AB (ii)

(2) In figure (ii), line l, line n and line p are bisectors of seg AB.

(२) शेजारील आकृतीत रेषा l, रेषा n व रेषा p या रेख AB च्या दुभाजक रेषा आहेत.

(२) तस्वीर (ii) में,  लक़ीर l , लक़ीर n  और लक़ीर p- लक़ीर A B को बीच से काटती हैं।

Line n is perpendicular to line AB. This is written as line n line AB, in short.

रेषा n ही रेख AB वर लांब आहे. रेषा n ही रेख AB ची लंबदुभाजक आहे.

लक़ीर n लक़ीर AB पर लम्ब / परपेँडिकुलर है, इसे लक़ीर n लकीर AB लिखते हैं।

 Concurrent lines

 एकसंपाती रेषा

 एकबिन्दुगामी रेखाएं

 

j i k O (iii) O is their point of concurrence

(3) In figure (iii), line i, line j and line k are concurrent lines, O is their point of concurrence.

(३) सोबतच्या आकृतीत रेषा I, रेषा J व रेषा K या एकसंपाती रेषा आहेत. O हा त्यांचा संपातबिंदू आहे.

(३) तस्वीर (iii) में, लकीर I, लकीर J और लक़ीर K एक ही जग़ह O से गुज़रती हैं।

 Vertices and Sides

शिरोबिंदू आणि बाजू

कोण और साइड

A B C (iv)

(4) In figure (iv), A, B and C are the three vertices and seg AB, seg BC and seg CA are the three sides of ∆ ABC.

(४) सोबतच्या आकृतीत, ∆ ABC चे A, BC हॆ तीन शिरोबिंदू आहेत. रेख AB, रेख BC व रेख AC या त्रिकोणाच्या बाजू आहेत.

(४) तस्वीर (iv ) में, A, B और C  कोने, और लक़ीर AB, लक़ीर BC और लक़ीर CA, ∆ ABC की साइड  हैं.

The vertex A is opposite to side BC while the side opposite to vertex A is BC.

बाजू BC समोरील शिरोबिंदू A आहे, तसेच शिरोबिंदू A समोरील बाजू BC आहे.

कोना A साइड BC के सामने है जबकि साइड BC कोने A के सामने है।

Also, seg AC is the side opposite to ∠ B and ∠ B is the angle opposite side AC.

∠ B समोरील बाजू, रेख AC आहे किंवा बाजू AC समोरील कोन, ∠ B आहे.

और लकीर AC  के सामने कोण B और कोण B के सामने साइड AC है।