Inverse log equation
y= logex , means log to the base e containing x is equal to y. So when you will inverse this log then the equation will become: e^y =x. That is e to the power y is equal to x. Similarly if log have any
y= logex , means log to the base e containing x is equal to y. So when you will inverse this log then the equation will become: e^y =x. That is e to the power y is equal to x. Similarly if log have any
They allow us to solve hairy exponential equations, and they are a good excuse to dive deeper into the relationship between a function and its inverse. Use the logarithm change of base rule
Track Way
This is the perfect place to come for a walk or a run, with a wide track that is well maintained.
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Replace the function notation fleft ( x right) f (x) by y y. fleft ( x right) to y f (x)
