d a^x
a^x lna
In the expression a^x, a represents the base and x represents the exponent. This expression is read as a to the power of x or a raised to the exponent x.
The value of a^x is determined by multiplying a by itself x times. For example, if a is equal to 2 and x is equal to 3, then:
a^x = 2^3 = 2 x 2 x 2 = 8
Here, 2 is multiplied by itself three times.
The value of a^x can be written in exponential form as well. For example, a^x can be written as
a^x = e^(x ln a)
where e is the mathematical constant 2.71828 and ln a represents the natural logarithm of a. This exponential form can be used for complex numbers, as well as for negative and decimal values of a and x.
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