The equation logs 3 - - log5 8 = log5 58 3 demonstrates the Quotient Property of logarithms. The Quotient Property states that the logarithm of a quotient is equal to the difference of the logarithms. In this case, the expression logs 3 - - log5 8 can be interpreted as logs 3 + log5 8, which is equivalent to log5 (3 * 8) = log5 24. However, the equation provided seems to have a typographical error, as it should correctly represent the relationship between the logarithmic expressions. The key takeaway is that the Quotient Property allows us to express the division of two numbers in logarithmic form as a subtraction of their logarithms.