d=1/6000=1.67⋅10−6md=1/6000=1.67\cdot 10^{-6}md=1/6000=1.67⋅10−6m
d(sinθm+sinθi)=mλd(\sin\theta_m+\sin\theta_i )=m\lambdad(sinθm+sinθi)=mλ
For θm=90°\theta_m=90°θm=90°
m=d(sinθm+sinθi)λ=1.67⋅10−6(sin90°+sin30°)5460⋅10−10=1.52≈2m=\frac{d(\sin\theta_m+\sin\theta_i )}{\lambda}=\frac{1.67\cdot10^{-6}(\sin90°+\sin30° )}{5460\cdot10^{-10}}=1.52\approx2m=λd(sinθm+sinθi)=5460⋅10−101.67⋅10−6(sin90°+sin30°)=1.52≈2
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