Exponentials and Natural LogsSometimes the quantity which is to be solved for in an equation is in an exponential function![]() The solution can be found by taking the natural logarithm of both sides of the equation. ![]() so that ![]() |
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Applications of LogarithmsApplications of common logarithms includeThe sound intensity in decibels: ![]() The relative electric power in dB: ![]() Decibels of ratios in the treatment of masking : ![]() |
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Applications of ExponentialsApplications of exponentials include The charging of a capacitor :![]() |
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