Given that sinα=√3/2 and cosβ = 0, then value of β-α is

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7. Given that sin α = √3/2 and cos β = 0 , then the value of β - α is (a) 0 ̊ (b) 90 ̊ (c) 6 7. Given that sin α = √3/2 and cos β = 0 , then the value of β - α is (a) 0 ̊ (b) 90 ̊ (c) 6
Given that sin α = √3/2 and tan β = 1/√3, then the value of cos (α - β) is | #shorts #shortsfeed Given that sin α = √3/2 and tan β = 1/√3, then the value of cos (α - β) is | #shorts #shortsfeed
If Sin α = √3/2 and Cos β= 0 then find the value of (β- α). If Sin α = √3/2 and Cos β= 0 then find the value of (β- α).
Given that sin alpha = (sqrt(3))/2 and cos beta = (sqrt(3))/2 then the value of (alpha-beta) is Given that sin alpha = (sqrt(3))/2 and cos beta = (sqrt(3))/2 then the value of (alpha-beta) is
Q) If (√2 sin𝛼)/√(1+cos2𝛼)=1/7 and √((1−cos2𝛽)/2)=1/√10, 𝛼,𝛽∈(0,𝜋/2), then tan(𝛼+2𝛽) is #jee Q) If (√2 sin𝛼)/√(1+cos2𝛼)=1/7 and √((1−cos2𝛽)/2)=1/√10, 𝛼,𝛽∈(0,𝜋/2), then tan(𝛼+2𝛽) is #jee
Given that `sin alpha = (sqrt(3))/(2) and cos beta = 0` , then the value of `beta - alpha ` is Given that `sin alpha = (sqrt(3))/(2) and cos beta = 0` , then the value of `beta - alpha ` is
Giventhat sin alpha = (sqrt(3))/(2) and cos beta = 0 , thenthe value of beta - alpha is | 10 |... Giventhat sin alpha = (sqrt(3))/(2) and cos beta = 0 , thenthe value of beta - alpha is | 10 |...
10th.. given that sin a = √3/2 and cos b = 0, find b-a 10th.. given that sin a = √3/2 and cos b = 0, find b-a