#Skanavi problem 7.325: Show $\log_3 (2) \cdot \log_4 (3) \cdot \log_5 (4) \cdot \log_6 (5) \cdot \log_7 (6) \cdot \log_8 (7) = \frac{1}{3}$
#Skanavi problem 7.325 in unicode: log₃(2)⋅log₄(3)⋅log₅(4)⋅log₆(5)⋅log₇(6)⋅log₈(7) = ⅓
#Skanavi problem 7.325: Show $\log_3 (2) \cdot \log_4 (3) \cdot \log_5 (4) \cdot \log_6 (5) \cdot \log_7 (6) \cdot \log_8 (7) = \frac{1}{3}$
#Skanavi problem 7.325 in unicode: log₃(2)⋅log₄(3)⋅log₅(4)⋅log₆(5)⋅log₇(6)⋅log₈(7) = ⅓