Solution
According to bragg equation
2dsinθ=nλ2d\sin\theta= n\lambda2dsinθ=nλ
Here given n=3
λ=580×10−9m\lambda=580 \times 10^{-9}mλ=580×10−9m
d=0.0001m
So angle of third maximum
sinθ=3×580×10−92×0.0001\sin \theta=\frac{3\times580 \times 10^{-9}}{2\times 0.0001}sinθ=2×0.00013×580×10−9
sinθ=0.00870\sin \theta=0.00870sinθ=0.00870
θ=0.50°\theta=0.50^°θ=0.50°
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