Fundamental Laws of Logarithms – Part 2
Fundamental Laws of Logarithms – Part 2 3. For m, n, a > 0, a≠1; Proof: let , , , , , Hence Proved. 4. For a > 1, if Proof: , , , (since a > 1), Hence proved. 5. For 0 < a < 1, if Proof: , , , , (since 0 Read more about Fundamental Laws of Logarithms – Part 2[…]