MES Links
Exercise 2: Sum of diameters of Infinite Circles - Hive - YouTube - Notes - Playlist - Sequences and Series In this video, I show that the sum of diameters of an infinite number of circles contacting between two big circles sums to the radius of the biggerโฆ
Introduction to the Integral Test and Estimating Sums of Infinite Series - Hive - YouTube - Notes - Playlist - Sequences and Series
In this video, I go over an introduction into estimating sums of series by examining whether their corresponding improper integrals converge or diverge, thus providing the basis for the Integral Test. Often times, there is no exact formula for the sum of a series, so we need to obtain ways of estimating their sums.
#math #calculus #series #integral #education
In this video, I go over an introduction into estimating sums of series by examining whether their corresponding improper integrals converge or diverge, thus providing the basis for the Integral Test. Often times, there is no exact formula for the sum of a series, so we need to obtain ways of estimating their sums.
#math #calculus #series #integral #education
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MES Links
Rare footage of the cold fumes on the (tiny) WTC rubble pile days after 9/11. Notice how people are right in the thick of the fumes yet show no indication of it being hot at all! - Hive
Rare FEMA photo by Andrea Booher of the tiny stub of Building 3 next to the still-standing exterior lobby columns of the South Tower.
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MES Links
Rare FEMA footage of the WTC underground mall still mostly intact in the basement floors below after 9/11. One of the FEMA workers, as he was walking up to the ground level at the end, says he saw a whole foot perfectly intact in the rubble... This footageโฆ
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7 hours of FEMA Kurt Sonnenfeld 9/11 Ground Zero footage - Hive
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MES Links
7 hours of FEMA Kurt Sonnenfeld 9/11 Ground Zero footage - Hive
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Rare FEMA footage and angle of the tiny stub of Building 3 and the still-standing exterior lobby columns of the South Tower. ๐ฎ
โข Hive
โข Hive
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MES Links
Occult connections in pop culture and world events: Omicron, Eye, and Pie by @BrainGraftโฉ โ Phenomenal video showing the occult connections between Omicron, Pi, Matrix, Wizard of Oz, Kansas City, Lord of the Rings, and much more! ๐คฏ๐๐ โข Hive
3Speak
Magic of The One
Explore the magic behind 9/11 and coronavirus magic rituals, and how they are connected. --- โถ Watch on 3speak.tv
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MES Links
Introduction to the Integral Test and Estimating Sums of Infinite Series - Hive - YouTube - Notes - Playlist - Sequences and Series In this video, I go over an introduction into estimating sums of series by examining whether their corresponding improper integralsโฆ
The Integral Test + Example on Convergence of a Series - Hive - YouTube - Notes - Playlist - Sequences and Series
In this video, I go over the Integral Test, which states that a series converges only if its corresponding improper integral also converges. Likewise, if the improper integral diverges, then the series also diverges. This stems from my earlier introduction video illustrating how the sum of an infinite series is directly tied to the area under the curve of the equation for the terms of the series. I illustrate this with an example on the series with terms 1/(nยฒ+1), which converges since its improper integral converges and equals ฯ/4.
#math #calculus #series #integral #trigonometry
In this video, I go over the Integral Test, which states that a series converges only if its corresponding improper integral also converges. Likewise, if the improper integral diverges, then the series also diverges. This stems from my earlier introduction video illustrating how the sum of an infinite series is directly tied to the area under the curve of the equation for the terms of the series. I illustrate this with an example on the series with terms 1/(nยฒ+1), which converges since its improper integral converges and equals ฯ/4.
#math #calculus #series #integral #trigonometry
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MES Links
Trump really got a golden statue built at his Doral, Miami golf course. ๐ฝ๐ The pastor leading the dedication of the statue says it is not a golden calf and compares it to statues of Michael Jordan, Ronaldo, Taylor Swift, Shakira, and Ed Sheeran... ๐ค๐ค
In Michael Jordan's first 3-peat NBA championships, he capped off the 1993 NBA Finals in Game 6 with 33 points on June 20.
33 days later on July 23, his father James was murdered... ๐
โข Hive
33 days later on July 23, his father James was murdered... ๐
โข Hive
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MES Links
MES Livestream 135: Chris Shak on 9/11 Predictive and Post-Predictive Programming Part 2 - YouTube - Rumble - Odysee - X - Twitch - Notes - Trailer - 9/11 Livestreams - 9/11 Truth - MES Livestreams Chris Shak joins the show again to continue with part 2 ofโฆ
Chris Shak made VIP tickets to the 9/11 Museum Livestream this Saturday at 1 PM PST!
@MysticBazaar @tammac @Attila29k Migu1990 @stephenf624 @rotary-matrix @ElliotJames671
@MysticBazaar @tammac @Attila29k Migu1990 @stephenf624 @rotary-matrix @ElliotJames671
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MES Links
Drone starting forest fires woww ๐
Huge forest fire smoke dimming the Sun wow ๐ณ๐ณ๐ฒ๐๐ด๐ฅ๐ฅ๐ฅ๐ฅ๐ถโ๐ซ๏ธ๐จ๐ค๐ฅ
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MES Links
The Integral Test + Example on Convergence of a Series - Hive - YouTube - Notes - Playlist - Sequences and Series In this video, I go over the Integral Test, which states that a series converges only if its corresponding improper integral also converges.โฆ
The p-Series โ 1/n^p is convergent if p is greater than 1 - Hive - YouTube - Notes - Playlist - Sequences and Series
In this video, I use the Integral Test to show that the p-series, whose terms are 1/n^p, is convergent if p is greater than 1 and divergent for all other values of p. When p is less than 0, the terms approach infinity; when p = 0, the terms equal 1, hence it is divergent by the test for divergence; and when p = 1, we get the harmonic series, which is also divergent. I also illustrate this with examples on a convergent and a divergent p-series. Note also that when using the Integral Test, the corresponding improper integrals do NOT, in general, equal the sum of the series.
#math #calculus #series #pseries #education
In this video, I use the Integral Test to show that the p-series, whose terms are 1/n^p, is convergent if p is greater than 1 and divergent for all other values of p. When p is less than 0, the terms approach infinity; when p = 0, the terms equal 1, hence it is divergent by the test for divergence; and when p = 1, we get the harmonic series, which is also divergent. I also illustrate this with examples on a convergent and a divergent p-series. Note also that when using the Integral Test, the corresponding improper integrals do NOT, in general, equal the sum of the series.
#math #calculus #series #pseries #education
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