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If x – a sec θ + b tan θ and y = a tan θ + b sec θ, prove that x2 – y2 = a2 – b2.

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This is an important question from the
Book- ML Aggarwal
Board- ICSE
Publication- Avichal
Chapter- Trigonometric Identities
Chapter number-18

If x – a sec θ + b tan θ and y = a tan θ + b sec θ, prove that x2 – y2 = a2 – b2.

Trigonometric Identities, class 10th, chapter 18th, question no34 , ICSE board, ML aggarwal..

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1 Answer

  1. Given,

    x =
    a sec θ + b tan θ,

    y = a tan θ + b sec θ

    Now,

    x2 – y2 = (a sec θ + b tan θ)2 – (a tan θ + b sec θ)2

    ML Aggarwal Solutions for Class 10 Chapter 18 - 51

    – Hence proved.

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