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JEE Mains & Advanced – Trigonometric Ratios Handwritten Notes | Clear Concepts & Formula Summary

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Boost your JEE preparation with these high-quality handwritten notes on Trigonometric Ratios — perfect for both JEE Mains and Advanced aspirants. These notes are designed to help you: Understand every concept step-by-step Learn all important formulae and identities quickly Revise key topics efficiently before exams Build strong fundamentals for solving MCQs and advanced problems Contents include: Definition of trigonometric ratios Relation between ratios of complementary angles Trigonometric identities & proofs Values of trigonometric ratios for standard angles Graphical understanding and problem-solving shortcuts Neat handwriting, clear explanations, and organized layout make it easy to grasp and retain concepts. Perfect for last-minute revision and concept clarity. Format: Handwritten PDF Best for: JEE Mains | JEE Advanced | Class 11–12 Students

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betnee , Gon 9 - sides , metron -meosur

Isypometie

Cos = ad


-tan = ePP odi
epP


() sec'-tar? 1
gec 44ton?
Gin' = 4 - Cos0
J4-cee sec A1+ ton?
sin
ton? Sec'-1
coS 4 -sio0


(iü) Cosec"9- cot =1

Cosec = J1+ cst"e
cot? = cosec'- 4

,x lordand onges
9 o 6o


ein 2

2
2
8
an

Cot


3ec 1 22
V2 2
2




Reáprca ls.:l
C o>t >ton
ton cot = 4



Cas


3 CBec:! > gin cosec =
sin

, which o the follouing reducs tD urity


( 0 - 1 ) cot?9:

Gel:
2 Ces
Gol-Cev . 1 1.
Cos



(cosec? 9- ) tor?9 -
3

4 (- coe)(i+ cet'):

G sfn A " sec A"Jcosec-|
SoA xx Cosf
Sel:-
Cos gief

6 (14tan?) (1- sin6) e

ase'A -(sin9 sec? H)=

see A(I-sin° H)

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Uploaded on
November 12, 2025
Number of pages
24
Written in
2025/2026
Type
Class notes
Professor(s)
Dr.satyanarayana
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