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latest #sequences created topics | Ecency
mes
SciFi Multiverse
2026-06-29 05:13
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 from the Limit Laws of Sequences, and
$ 0.876
30
mes
MES Science
2026-06-29 04:43
Theorem 2: Series of Sums is equal to Sum of Series
Tutorial on Theorem 2 for infinite series, which says that convergent series can be added or subtracted.
$ 0.695
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1
mes
SciFi Multiverse
2026-06-26 16:12
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, hence providing a useful test for
mes
SciFi Multiverse
2026-06-21 05:38
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 first and last term. The telescoping sum
idea-make-rich
Indiaunited
2026-07-17 22:12
Promoted
Siddhidatri.com :: Explore Handmade Indian Handicrafts
Namaste 🙏 My Friends, 3 years back startup annoncement blog 👉My coming Startup After a long gap it came to the ground and we recently launched Siddhidatri.com and the website is now live and enhancement
mes
SciFi Multiverse
2026-06-19 05:38
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 convention, x0 = 1, so the first term
mes
SciFi Multiverse
2026-06-17 06:04
Converting the number 2.3171717... into the fraction 1147/495 via the Geometric Series
In this video, I go over an example of converting the number 2.3171717... (with infinite repeating 17) into a fraction by writing the repeating 17s as an infinite geometric series with common ratio 1/100,
mes
SciFi Multiverse
2026-06-15 17:54
Examples on Identifying Geometric Series and Determining if it Converges or Diverges
In this video, I go over two examples and two methods of identifying if a series is a geometric series, and then finding its sum if it converges. In the first example, we are given the first 4 terms of
mes
SciFi Multiverse
2026-06-12 06:02
Geometric Series: Deriving the Sum using an Ingenious Method (and via Similar Triangles)
In this video, I go over the geometric series, which is the sum a + a r + a r^2 + ..., and show that if the absolute value of the common ratio r is less than 1, then the sum is just the first term divided
wiseagent
Scrobble.life
2026-07-16 01:09
Promoted
MOVIE REVIEW: “Cops and Robbers” (2021)
This publication was also writen in SPANISH and PORTUGUESE. IMDb Synopsis: In this audiovisual (and multimedia) work, animation and activism come together against the already-known police brutality and
mes
SciFi Multiverse
2026-05-10 05:57
Definition and Notation of Infinite Series
In this video, I go over infinite series (or just series), which is defined as the summation of the terms of an infinite sequence of numbers. If we add an infinite sequence of numbers whose terms are each
mes
MES Science
2026-05-10 05:30
Definition and Notation of Infinite Series
In this video, I go over infinite series (or just series), which is defined as the summation of the terms of an infinite sequence of numbers. If we add an infinite sequence of numbers whose terms are each
mes
SciFi Multiverse
2025-04-23 15:34
History of the Fibonacci Sequence and the Golden Ratio
In this video I go over the history of the Fibonacci sequence and Fibonacci numbers as well as their relation to the Golden Ratio and Golden angle, rectangle, and spiral. - summary - playlist - notes #math
mes
MES Science
2025-04-23 05:33
History of the Fibonacci Sequence and the Golden Ratio
In this video I go over the history of the Fibonacci sequence and Fibonacci numbers as well as their relation to the Golden Ratio and Golden angle, rectangle, and spiral. Although the Fibonacci sequence
rockingfinger
Hive Open Mic
2026-07-17 16:01
Promoted
Hive Open Mic Week 327 | "What a Wonderful World" – Piano and Vocal Performance
Hello, beloved members of the Hive Open Mic community! Warm greetings to everyone participating in Hive Open Mic Week 327. It is always a privilege to return each week and share music with this amazing
mes
SciFi Multiverse
2025-04-19 03:53
Exercise 4: Fibonacci's Original Rabbit Reproduction Sequence (and the Golden Ratio)
In this video I go over the first appearance of the famous Fibonacci sequence and show that the limit of the ratio of two consecutive terms is equal to the Golden Ratio. The Italian mathematician Leonardo
mes
MES Science
2025-04-18 19:14
Exercise 4: Fibonacci's Original Rabbit Reproduction Sequence (and the Golden Ratio)
In this video I go over the first appearance of the famous Fibonacci sequence and show that the limit of the ratio of two consecutive terms is equal to the Golden Ratio. The Italian mathematician Leonardo
mes
SciFi Multiverse
2025-04-16 03:25
Exercise 3: Convergent Sequence inside a Continuous Function
In this video I prove Theorem 3, which states that a convergent sequence with limit L can be plugged directly into a continuous function at L, thus obtaining f(L). - summary - playlist - notes #math #sequences
mes
MES Science
2025-04-16 03:00
Exercise 3: Convergent Sequence inside a Continuous Function
In this video I prove Theorem 3, which states that a convergent sequence with limit L can be plugged directly into a continuous function at L, thus obtaining f(L). I prove this using the precise definition
skiptvads
Scrobble.life
2026-07-21 17:51
Promoted
[TV] For All Mankind (2019) : Svoboda - S05E05 - RECAP
Source Svoboda is a decent episode but it makes season five feel stuck, the biggest fight right now is still who controls Mars and who gets to call it home, because for anyone that is not management it
mes
SciFi Multiverse
2025-04-14 17:40
Exercise 2: If the limit of the absolute values of a sequence is zero, so is the sequence
In this video I prove Theorem 2, which states that if the limit of the absolute values of a sequence is zero, then the sequence itself approaches zero. I solved this using both Squeeze Theorem and the
mes
MES Science
2025-04-14 16:46
Exercise 2: If the limit of the absolute values of a sequence is zero, so is the sequence
In this video I prove Theorem 2, which states that if the limit of the absolute values of a sequence is zero, then the sequence itself approaches zero. I solved this using both Squeeze Theorem and the
mes
SciFi Multiverse
2025-04-14 04:58
Exercise 1: Limit of a Sequence and the Golden Ratio (Minus 1)
In this video I show that the limit of a sequence is the same if the sequence was shifted by 1 term. I use this fact to solve for the limit of a recursive sequence by plugging in the limit into the recursion
mes
MES Science
2025-04-14 04:29
Exercise 1: Limit of a Sequence and the Golden Ratio (Minus 1)
In this video I show that the limit of a sequence is the same if the sequence was shifted by 1 term. I use this fact to solve for the limit of a recursive sequence by plugging in the limit into the recursion
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