
series Tag Posts Index
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The Neighbourhood (Review) [ESP-ENG] by edwardstobia
Hola amigos || Hello friends Hoy quiero hablarles de una serie que descubrí hace unas semanas y que se ha convertido en el plan perfecto de mis noches junto a mi
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(ESP-ENG) FROM | An enigma in every sense - Series Review Season 4.
Hola amigos, buenas vibras para todos. Hello friends, good vibes to all. Source! FROM es de esas series que llega un momento en el que te preguntas, ¿por qué sigo
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[TV] The Åre Murders · Åremorden (2025-) - Season 1 - Series Review
I've been looking forward to review this series and maybe get others to give it a try as well. It's one of my favorites lately for a good reason. The truth is, I'm
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Theorem 2: Series of Sums is equal to Sum of Series
In this video, I go over Theorem 2, which states that we can move a constant out of the sum of a series as well as add or subtract series individually. These follow
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Theorem 2: Series of Sums is equal to Sum of Series
In this video, I go over Theorem 2, which states that we can move a constant out of the sum of a series as well as add or subtract series individually. These follow
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Theorem 1 and the Test for the Divergence of Infinite Series
In this video, I go over Theorem 1, which states that the terms of a convergent series approach zero. Conversely, if the terms don't approach zero, the series diverges,
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Theorem 1 and the Test for the Divergence of Infinite Series
In this video, I go over Theorem 1, which states that the terms of a convergent series approach zero. Conversely, if the terms don't approach zero, the series diverges,
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Rick and Morty Season 9 EP 2: One of the most tragic episodes of the series
I was one of the guys that once Justin Roiland was fired for charges against him, that I felt the series suffered greatly and lacked the certain edge that it had
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¡Qué tiempos aquellos! / Those were the days! (Review) [ESP-ENG] by edwardstobia
Hola amigos || Hello friends Hoy me desperté como lo he hecho en varias ocasiones, con una dosis alta de nostalgia y cuando estoy así, solo me preparo a viajar un
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(ESP-ENG) Widow's Bay | A very disturbing island - Series Review!
Hola amigos, buenas vibras para todos. Hello friends, good vibes to all. Source! El éxito de Apple Tv como plataforma es innegable pero no a nivel de números de
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Raised by Wolves (series): Ok, might be tough for non Sci-Fi fans
For me whenever I see the name Ridley Scott I am at least going to dabble into whatever it is that is involved. This is a certain amount of fanboi-dom on my part
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The Dark Wizard (series): One of the best documentaries I have ever seen
Have you ever watched something that was so riveting it made your palms sweaty and was tough to watch at times yet you couldn't bring yourself to turn away? Have
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The Season TV Series 2026 Review
I watched " The Season " so you don't have to. I've been waiting for this series ever since the teaser was released on public almost a month ago. At the
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Lesson 9 — HSB: When Color Stops Being Fixed and Starts Becoming a Space
If gradients were the first time color became a relationship, HSB is where color starts behaving like a coordinate system. This is lesson 9 in the series, and it
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Telescoping Sum: All the terms of this series cancel out except for the first and last term
In this video, I go over an infinite series in which arises an example of the famous telescoping sum such that all the terms of the series cancel except for the
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Telescoping Sum: All the terms of this series cancel out except for the first and last term.
In this video, I go over an infinite series in which arises an example of the famous telescoping sum such that all the terms of the series cancel except for the
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My version of Daphne [ESP-ENG]
Heyyyy, today I wanted to improve my drawing of Daphne, one of the characters from Scooby-Doo. I had already drawn her in my own style, but I wasn't entirely happy
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Phantom Lawyer, the k-drama that won me over with ghosts, tears, and legal twists. —eng/esp
Source VERSIÓN EN ESPAÑOL (click aquí) Buenos días, buenas tardes o buenas noches, damas y caballeros. ¿Cómo están? ¿Cómo se encuentran el día de hoy? Espero que
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Geometric Series: Sum of x^n series = 1/(1 - x) if |x| is less than 1
In this video, I show that the infinite series xn = x0 + x1 + x2 + ... is just a geometric series, and converges if the absolute value of x is less than 1. By common
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Geometric Series: Sum of x^n series = 1/(1 - x) if |x| is less than 1
In this video, I show that the infinite series xn = x0 + x1 + x2 + ... is just a geometric series, and converges if the absolute value of x is less than 1. By common
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