▼ IMPORTANT ▼ In this video we will see an example (exercise) solved of an equation that contains polynomial and exponential, and that can be interpreted as the intersection of the graphical curves of two functions, solved by Newton Raphson's method, which is an application of the derivative, in which we apply a recursive formula to calculate approximations to the root of the function (polynomial and exponential), substituting some values of the function, using the intermediate value theorem for continuous functions, or also by means of the graph of the function . We calculate the root with a precision of 8 decimal places. Everything explained step by step.
#NumericalMethods #Calculation #Newton #Equation #Algebra #Derivatives
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** BIBLIOGRAPHY **
Calculus of a variable, James Stewart
Calculus, M. Spivak
Simplified Mathematics, by Conamat
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