MCQ
Kohlrausch’s law is represented as
- ✓$\Lambda_0=\lambda_{+}^0+\lambda_{-}^0$
- B$\Lambda_0=\lambda_{+}^0-\lambda_{-}^0$
- C$\Lambda_{ m }=\lambda_{+}^0+\lambda_{-}^0$
- D$\Lambda_0=\frac{\Lambda_{ m }}{\lambda_{+}^0+\lambda_{-}^0}$
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