cosA /1-tanA +sinA / 1-cotA =sinA+cosA

If ^{cos(theta) - sin(theta)}/ _{cos(theta) + sin(theta) }= ^{1 - (root)3} / _{1 + (root)3}

Find (theta)

prove that 1/ secA+tanA - 1/cosA = 1/cosA - 1/ secA- tanA

if cosec A+Cot A= p , then proove that cOS A = p2 - 1 / p2+ 1

If sec A = x + 1/4x then prove that tan A + secA = 2x or 1/2x

prove that sec + tan -1 / tan -sec+1 = cos /1-sin

Prove the Identities?

( Sec8A-1)/( Sec4A-1)=Tan8A/Tan2A

Cos 60* + sin 30* - cot 30* / tan 60* + sec 45* - cosec 45*

cosA /1-tanA +sinA / 1-cotA =sinA+cosA

If

^{cos(theta) - sin(theta)}/_{cos(theta) + sin(theta) }=^{1 - (root)3}/_{1 + (root)3}Find (theta)

prove that 1/ secA+tanA - 1/cosA = 1/cosA - 1/ secA- tanA

if cosec A+Cot A= p , then proove that cOS A = p2 - 1 / p2+ 1

If sec A = x + 1/4x then prove that tan A + secA = 2x or 1/2x

prove that sec + tan -1 / tan -sec+1 = cos /1-sin

Prove the Identities?

( Sec8A-1)/( Sec4A-1)=Tan8A/Tan2A

Cos 60* + sin 30* - cot 30* / tan 60* + sec 45* - cosec 45*