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NTSC 5, No. 2, 229236 (2017)229New Trends in Mathematical Sciences http://dx.doi.org/10.20852/ntmsci.2017.173Convergence of powers and Canonical form of transitive intuitionistic fuzzy matrix Riyal
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To fill out the convergence of powers, follow these steps:
02
Determine the base of the exponential function.
03
Find the exponent of each term in the power series.
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Determine the convergence range by considering the values for which the power series converges.
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Write down the terms of the power series, with each term being the exponent multiplied by the base raised to that exponent.
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Simplify and rearrange the terms if necessary.
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The filled-out convergence of powers expression should now be complete.

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Convergence of powers is required by mathematicians, physicists, and scientists working in various fields where exponential functions and power series are used extensively.
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Convergence of powers allows for a deeper understanding of the behavior, approximation, and numerical evaluation of functions involving exponentiation.
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It is essential for studying the properties and applications of exponential functions, power series expansions, and Taylor series approximations.
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