$
Cos (A-A) cot (1 + A) cos (-A)
Z COSA
tan Cata) tan ish &A) sin 125-A)​

By Ayla

$
Cos (A-A) cot (1 + A) cos (-A)
Z COSA
tan Cata) tan ish &A) sin 125-A)​

About the author
Ayla

1 thought on “$<br />Cos (A-A) cot (1 + A) cos (-A)<br />Z COSA<br />tan Cata) tan ish &A) sin 125-A)​”

  1. Answer:

    tan

    2

    2

    α

    cot

    −1

    (

    cosα

    )−tan

    −1

    (

    cosα

    )=x

    2

    π

    −tan

    −1

    (

    cosα

    )−tan

    −1

    (

    cosα

    )=x (because cot

    −1

    x+tan

    −1

    x=

    2

    π

    )

    2

    π

    −2tan

    −1

    (

    cosα

    )=x

    ⇒sinx=sin(

    2

    π

    −2tan

    −1

    (

    cosα

    ))

    Let’s say tan

    −1

    (

    cosα

    )=θ

    ⇒tanθ=

    cosα

    sinx=sin(

    2

    π

    −2θ)=cos2θ

    =

    1+tan

    2

    θ

    1−tan

    2

    θ

    =

    1+cosα

    1−cosα

    sinx=

    1+cosα

    1−cosα

    =

    2cos

    2

    α/2

    2sin

    2

    α/2

    ⇒sinx=tan

    2

    2

    α

    .

    Step-by-step explanation:

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