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The tutorial explains the relationship between logarithmic and exponential forms. It begins by stating that if you have a logarithm, for example, log base b of x equals y, it implies that b raised to the power of y equals x in exponential form. The video provides an example, noting that 4 raised to the second power equals 16, illustrating how to convert between forms. It emphasizes the importance of identifying the base of the logarithm, which is found as a subscript in the logarithmic expression. This base remains consistent as the base in the corresponding exponential expression. Understanding this relationship is key to converting between logarithmic and exponential forms.