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In mathematics, “e^x” represents the exponential function where “e” is Euler’s number (approximately equal to 2.71828) raised to the power of “x.”
Exponential Growth
The function “e^x” is commonly used to model processes that exhibit exponential growth, such as population growth, financial investments, and radioactive decay.
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Properties and Applications
The exponential function “e^x” has important properties in calculus and is used in various scientific and engineering fields.
Graphical Representation
The graph of “e^x” shows rapid growth as “x” increases, making it a fundamental curve in mathematics.
Conclusion
“e^x” is a significant mathematical concept that represents exponential growth and has applications in various real-world scenarios.