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Carlos José
@carlos84
74
Contenido STEM y algo más
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1497
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188
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Location
Venezuela
Website
https://www.youtube.com/channel/UCzOka92RWygKttW2WYtWeSw
Created
2017-09-23 13:57
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carlos84
STEMGeeks
2025-03-27 06:25
Symmetries of the gratification of a real function
Knowing the symmetry of a graph has a very important utility, since it helps us at the time of graphing, the explanation that this has is that by knowing the symmetry we do not need to know so many points
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carlos84
STEMGeeks
2025-03-23 05:20
Preparation for calculus (Chapter P.I). Exercise 7: Elaborate the graph of the equation by plotting points.
Hello friends and followers of STEM content, this time I want to address a topic that is preparation for calculus, as is the graph of an equation by plotting points. To do this we are going to place ourselves
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carlos84
Reflections
2025-03-22 01:03
When a day becomes difficult, it invites us to reflect on its causes
We know that in life we are not going to be all the time nor all the time bad, life can fluctuate between the best moments and the worst moments, however there are days that mark priority either for the
carlos84
STEMGeeks
2025-03-21 02:13
Can any criterion be applied to calculate the convergence or divergence of an infinite series?
A series is a succession, for this case are series that tend to infinity, so it is very conducive to know if these series converge or diverge. For it we are going to apply a criterion called criterion
carlos84
Reflections
2025-03-20 03:17
What can be considered a good obsession for our life?
Image source When we become obsessed with something in life we think it is bad, however to become obsessed means to be persevering, it is to have a constant and incessant search about something that we
carlos84
STEMGeeks
2025-03-19 02:29
Improper integrals with infinite limits of integration: Continuous intervals
We call an improper integral a definite integral whose limits of integration are open intervals that go from minus infinity to infinity. Definition of improper integrals with infinite limits of integration
carlos84
Reflections
2025-03-18 05:55
It is better not to delve into the ultimate meaning of life
Our thoughts in some way or another are linked to our life experiences, there is always something we do or we find in our life that inspires us to think about some aspects, that I personally have been
carlos84
STEMGeeks
2025-03-17 07:21
Indeterminate forms and the L'Hôpital rule
In mathematics there are arithmetic expressions that are incoherent and that do not produce any logical result, these forms of expression are considered as indeterminate forms, an example of indeterminate
carlos84
Reflections
2025-03-15 05:07
Different positions on happiness
Image source Talking about happiness in the life of any person is a complex and subjective subject, since happiness is a state of mind that depends on many factors, there are even some opinions that doubt
carlos84
Education
2025-03-14 00:27
Teaching mathematics with a focus on deep understanding and anchoring it to meaningful learning
Teaching is an art, anyone can teach, but not everyone will do it with passion and effectively, that is why when teaching mathematics we must seek the best teaching strategies, as it is a science of knowledge
carlos84
STEMGeeks
2025-03-13 04:21
Methods of integration: Simple or partial fractions
This method aims to solve an integral in which the integrand is a rational function to decompose the fraction into simple or partial fractions, after we can decompose the radicand into simpler rational
carlos84
Reflections
2025-03-12 05:40
Is it necessary to transform our reality?
Image source It is no secret that we human beings are transformers, so it is very important that we can take into account the power that each of us have to transform our reality. The need to be able to
carlos84
STEMGeeks
2025-03-11 05:33
Method of integration: Trigonometric substitution
The trigonometric substitution method for solving an integral is a method in which we can solve integrals containing radicals of the form: The objective to be achieved with the application of this method
carlos84
STEMGeeks
2025-03-09 05:11
Integration techniques: Integral by parts (verify the result with derivative)
The integration by parts is a very important integration technique within the integration techniques, the importance of this technique lies in the fact that it can be applied to a great variety of functions
carlos84
Reflections
2025-03-08 00:55
Can mental power help us in our personal growth?
Image source The mind in the human being can function as an explorer entity that navigates between different options to find the way in which we fail in the achievement of objectives, also our mind can
carlos84
STEMGeeks
2025-03-07 05:59
Calculation of the area with the natural logarithm rule
Find the area of the region bounded by the graph of: As a solution, the first thing to consider is the graph made with GeoGebra software: To calculate the area we must consider the following integral:
carlos84
Reflections
2025-03-06 04:42
Is time an illusion? or do we live in an eternal present?
Image source Talking about time in terms of individual philosophy is the result of having the opportunity to deal with a provocative topic such as time, since it generates passion in the debate, where
carlos84
STEMGeeks
2025-03-05 05:40
Proposed exercises from chapter 8.1 of Larson and Hostetler's calculus book. Volume I: Selecting the correct antiderivative
In the proposed exercises of the book of calculus with analytical geometry by Larson and Hostetler in chapter 8 whose theme is: Integration techniques, L'hopital's rule and improper integrals, there are
carlos84
Reflections
2025-03-04 05:24
What do I do when I run out of ideas and run out of inspiration?
Image source Like many aspects of life that you have to feed, inspiration is something that you have to feed back, it is normal that inspiration at times runs out, because like other elements of life are
carlos84
STEMGeeks
2025-03-03 02:24
Application of the integral: Pressure and force of a fluid
Is it important for us to know what is the pressure of a fluid? Suppose we have no idea what it is, however when we dive into a pool we realize that as we dive deeper and deeper into the pool the pressure
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