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Trigonometry Proof | Prove: tan 2θ + sin 2θ = 4tanθ / (1 − tan⁴θ) | Class 10 SEE | Lecture 7

Автор: THE JAY SIR

Загружено: 2026-01-09

Просмотров: 11

Описание:

In Lecture 7 of Trigonometry Proofs, we solve and prove the important identity:
tan 2θ + sin 2θ = 4tanθ / (1 − tan⁴θ)
This problem is explained step by step using standard trigonometric identities, making it easy to understand for Class 10 SEE students and Optional Mathematics learners.

Topics Covered in This Video:
Trigonometry identities
Double angle formulas
Trigonometric proofs for exams
Class 10 SEE Mathematics
Optional Mathematics trigonometry

This lecture is very useful for:
SEE exam preparation
Board exam revision
Students struggling with trigonometry proofs

Competitive exam basics
Watch till the end to fully understand the logic behind the proof.
Don’t forget to like, share, and subscribe for more trigonometry lectures and exam-oriented solutions.
#Trigonometry
#TrigonometryProof
#Class10Maths
#SEEMaths
#OptionalMathematics
#Tan2Theta
#Sin2Theta
#TrigonometryIdentities
#MathsLecture
#Lecture7
#BoardExamPreparation
#NepalSEE
#MathsForSEE
#DoubleAngleFormula

Trigonometry Proof | Prove: tan 2θ + sin 2θ = 4tanθ / (1 − tan⁴θ) | Class 10 SEE  | Lecture 7

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