Specific rotation is equal to: [α]=αl⋅c[\alpha]=\frac{\alpha}{l\cdot c}[α]=l⋅cα
where α\alphaα is the measured rotation in degrees, l is the path length in decimeters, c is the concentration in g/mL. Thus,
[α]=αl⋅c=α⋅Vl⋅m=+138∘⋅50mL2dm⋅2.0g=+1725∘[\alpha]=\frac{\alpha}{l\cdot c}=\frac{\alpha \cdot V}{l\cdot m}=\frac{+138^{\circ} \cdot 50 mL}{2dm \cdot 2.0 g}= +1725^{\circ}[α]=l⋅cα=l⋅mα⋅V=2dm⋅2.0g+138∘⋅50mL=+1725∘
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