
Example: Find the value of 10^{log106}. Solution: Let 10^{log106} = x Taking logarithms to base 10 on both sides, we get, log_{10}10^{log106} = log log_{10}6 = log_{10}x [Since log_{10}10 = 1] Therefore, x = 6. Therefore, 10^{log106} = 6.
Form above example we can find a formula: Directions: Solve the following problems. Also write at least ten examples of your own. 