Solution of Triangles-01 | IIT JEE | Advanced | Main | Mathematics by Renu Tayal mam

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Tayal Classes is an e-learning service specifically for JEE Maths to help the JEE aspirants prepare for JEE Mains & Advanced. In this session, Renu Ma'am will be discussing JEE Maths chapter Solution of Triangles and tips and tricks to solve questions to let you be thorough according to JEE Mains & JEE Advanced. Watch this video to know the best strategy to solve questions from Solution of Triangles. All Subject Matter Experts at Tayal Classes have been always ready to give the best guidance for JEE Maths for JEE preparation by analysing the important needs of the students and give them a straight pathway to get through IIT JEE.
Watch the whole video to learn the complete details about Solution of Triangles for IIT JEE and Board Exam. It is one of the most important topics of the IIT JEE Maths question paper - in IIT JEE Advanced and JEE Mains as well. Tayal Classes makes the best videos for IIT Maths. Solve important JEE Main and JEE Advanced 2020 questions along with IIT JEE maths preparation Solution of Triangles. Crack IIT JEE Maths with these valuable IIT JEE preparation tips and tricks.
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01) (33.37 Min.) About the triangle, its sides and angles; perimeter and semi-perimeter of triangle. Solution of triangle using trigonometry -
(1) Sine - Rule
(2) Area of Triangle ABC
(3) Napier’s analogy (Law’s of tangent)
(4) Cosine formulae
(5) Projection formulae
(6) T-Ratios of half angles in TriangleABC
(7) Hero’s Formulae
02) (66.29 Min.) Questions based on sine rule. Questions - (1, 2, 3, 4)
Questions based on sine rule and cosine rule
Questions - (1-A,B,C,D,E,F,G,H,I,2, 3, 4, 5, 6,7)
Questions based on T-ratios of half angles - (8-A,B,C,D,E,F,G,H,I, 9,10,11)
Questions based on sine-rule - (1, 2)
03) (73.14 Min.) m-n Rule, Derivations of 2 formulae a & b, Questions - (1, 2)
Circles connected to a triangle-
(1) Circumcircle - Formulae of circumradius.
(2) Incentre - Formulae of inradius - (a, b, c, d)
04) (51.15 Min.) Special points of a triangle -
Centroid (c1) - Definition and properties
Orthocentre (H) - Definition, Properties, Position of orthocenter wrt triangle when triangle is acute, obtuse or right angle triangle position of G, I, I1, I2, I3, H, O w.r.t. triangle.
Length of angle bisector, length of medians, length of altitude.
Distance of special points from vertices and sides of triangle.
(1) Circumcentre (O)
(2) Incentre (I)
(3) Centroid (G)
(4) Excentres (I1, I2, I3)
(5) Orthocentre (H)
05) (37.24 Min.) Questions - (1, 2, 3, 4, 5, 6-(i), (ii), (iii), (iv))
06) (32.49 Min.) Questions - (A, B, ….., I)
Some more questions.
07) (46.07 Min.) Some advanced level questions based on Ex-Radius - (1-10, 11-a, b, 12-(i), ii)
08) (30.07 Min.) Pedal - Triangle - Definition (Triangle LMN of Triangle ABC)
(1) Angles of Triangle LMN
(2) Sides of Triangle LMN
(3) Area of Triangle LMN
(4) Perimeter of Triangle LMN - Perimeter of Triangle ABC
(5) Area of Triangle ANM
(6) Circum Radius of Triangle LMN
(7) Inradius of Triangle LMN
(8) Circum Radius of Triangle HBC, Triangle HCA and Triangle HAB.
09) (58.38 Min.) Ex-central-Triangle (Triangle I1I2 Triangle 3) - Definition
Properties - 1 - Triangle ABC is pedal Triangle of Triangle I1I2I3
P-2 - Angles of Triangle I1I2I3
P-3- distance between incentre (I) and Excentre I1
P-4- Sides of Triangle I1I2I3
P-5- Circum-Radius of Triangle I1I2I3
P-6- Inradius of Triangle I1I2I3
Distance between special points-
(1) Distance between circumcentre (O) & orthocenter (H)
(2) Distance between circumcentre (O) and Incentre (I)
(3) Distance between circumcentre (O) and excentres (I¬1, I2, I3)
(4) Distance between orthocenter (H) and Incentre (I)
(5) Distance between centroid (a) and circumcentre (O)
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