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If you know how to solve algebraic expressions as well as indices, you should not be having much problem in solving exponential equations using logarithms. For example if there is an equation of the type 2x= 32, it can easily be solved by applying the laws of indices. All that is to be...
The given equation is exponential, to solve the equation, we first simplify the given equation by taking logarithm on both sides and using the properties of logarithm. Now, we will get the equation one variable. Now, so obtained equation can be easily solved....
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To divide when you have the same variable in the numerator and denominator, and the larger exponent is on the bottom, subtract the top exponent from the bottom exponent to calculate the new exponential value on the bottom. Then, erase the variable from the numerator and reduce any coefficients...