When you raise an expression to the power of zero, you get one.
x^0     =   1When you raise an expression to the power of one, you get the expression.
x^1     =   xWhen    you raise   an  expression  to  a   negative    power,  you get the reciprocal  of  the expression  to  the absolute
value   of  the power.
Logarithms
A logarithm is the power to which you raise a base, in order to get a value. In other words, logbx = a
means that ba = x. There are several rules of logarithms that you should be familiar with.
When you take the logarithm of the product of two expressions, you add the logarithms.
log(ab) =   log a   +   log bWhen you take the logarithm of the quotient of two expressions, you subtract the logarithms.
log     =   log a   −   log bWhen you take the logarithm of an expression to a power, you multiply the logarithm by the power.
log(ab) =   b   log aThe logarithm of 1 is zero.
log 1   =   0The logarithm of its base is 1.
logb b  =   1You cannot take the logarithm of zero or of a negative number.
In calculus, and virtually all mathematics beyond calculus, you will work with natural logarithms. These
