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Quant Study Notes for SSC & Railway Exams : Triangle

Important Notes On Triangle For SSC Exams :

Quantitative Aptitude is an equally important section for SSC CGL, SSC CHSL, SSC MTS exams and has even more abundant importance in some other exams conducted by SSC. Generally, there are questions asked related to basic concepts and formulas of the Triangle.

To let you make the most of QUANT section, we are providing important facts related to the Triangle. Also, RRB NTPC 2019 Exam is nearby with bunches of posts for the interested candidates in which quantitative aptitude is a major part. We have covered important notes and questions focusing on these prestigious exams. We wish you all the best of luck to come over the fear of the Mathematics section.

Geometry | Triangle

1). Centroid : [Intersecting Point of Medians ] / केन्द्रक: माध्य का अंतर्बिंदु
2). Incenter → [Intersecting Point of Internal angle bisector] / अन्तः केन्द्र → [आंतरिक कोण द्विभाजक का प्रतिछेदन बिंदु ]
3).Circumcenter: → [Intersecting point of Perpendicular bisector] / परिकेंद्र :  [लम्बवत द्विभाजक का प्रतिछेदन बिंदु]
4). Orthocenter: → [Intersecting Point of Altitudes] / लंब केंद्र: → [ऊंचाई का प्रतिछेदन बिंदु] 
Important Points: –
(a)  Orthocenter of right angled triangle ⇒ at right angled vertex(समकोण त्रिभुज का लांब केंद्र ⇒   समकोण के शीर्ष पर )
(b)  Circumcenter of right angled triangle ⇒ Mid-point of Hypotenuse / समकोण का परिकेंद्र ⇒ मध्य बिंदु का कर्ण
(c)  Distance b/w incenter & circumcenter of a triangle / एक त्रिकोण के आतंरिक और परित्रिज्या के मध्य की दूरी
(d)  In Equilateral triangle / समबाहु त्रिभुज में,


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