prove the above mentioned sum
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L.H.S =(secθ – 1)/ (sec θ + 1)
(1/cosθ - 1)/ (1/cos θ +1)
(1 – cosθ/cosA)/ (1 + cosθ/cosθ)
(1 – cosθ)/ (1 + cosθ)
Multiplying the numerator and denominator by (1 + cosθ), we get
(1 - cosθ)(1 + cosθ)/ (1 + cosθ)²
(1 – cos²θ)/ (1 + cosθ)²
sin²θ/ (1 + cosθ)²
↔ [ sinA/(1 + cosA) ]²
= R.H.S
HENCE POVED !
mairazainab:
sorry
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