Exponential math is any mathematical operation involving an exponent, which is the number or symbol placed above and after another number or symbol to indicate the power to which the former number is to be raised, Wikipedia explains. The operation 4 x 4, for example, is written exponentially as 4^2.
Exponential notation simplifies calculation, especially calculation with very small or large numbers, by using positive and negative numbers to write multiples and submultiples of 10. All numbers can be written as a multiple of 10.
Exponential growth is a biological principle that follows a format in which a population of life forms grows at a faster rate when the population is larger. Exponential growth assumes birth and death rates are constant, and factors such as migration are non-existent. The graph of an exponential grow
An exponential function can be easily plotted on Microsoft Excel by first creating the data set in tabular form with values corresponding to the x and y axis and then creating a scatter plot from the values. Select the range on data on a spreadsheet and click on the "Marked Scatter" option in the ch
The unrestricted growth of bacteria is an example of exponential population growth. Bank accounts that accrue interest represent another example of exponential growth. The mathematical model of exponential growth is used to describe real-world situations in population biology, finance and other fiel
The pre-exponential factor, or frequency factor, is an aspect of the Arrhenius equation and is related to collision theory. The value for this factor varies depending on the chemical reaction and is determined through experimental observation. However, if values of the rate constant, k, are known at
Exponential growth and decay can be determined with the following equation: N = (NI)(e^kt). In this equation, "N" refers to the final population, "NI" is the starting population, "t" is the time over which the growth or decay took place and the "k" represents the growth or decay constant. If necessa
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Steps for Solving an Equation involving Exponential Functions. Isolate the exponential function. If convenient, express both sides with a common base and equate the exponents. Otherwise, take the natural log of both sides of the equation and use the Power Rule.
The function f(x) = 2 x is called an exponential function because the variable, x, is the exponent. In general, exponential functions are of the form f(x) = a x, where a is a positive constant. There are three kinds of exponential functions: Both the red and blue curves above are examples of exponential growth because their base is greater than 1.