In application of Braggs law
2d.Sinθ=nλ2d.Sin\theta=n\lambda2d.Sinθ=nλ
Sinθ=Sin \theta=Sinθ= nλ2dn\lambda\over 2d2dnλ
θ=unknown\theta=unknownθ=unknown
n=1n=1n=1
λ=154pm\lambda=154pmλ=154pm
d=335pmd=335pmd=335pm
∴\therefore∴ SinθSin \thetaSinθ === 1×1542×3351\times 154\over 2\times 3352×3351×154 =0.229=0.229=0.229
Sinθ=0.229Sin \theta =0.229Sinθ=0.229
θ=13.24°\theta= 13.24°θ=13.24°
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