#calculus Trending Posts - STEMGeeks

2 days ago

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…

46

0

202.897 STEM

2 days ago

SciFi Multiverse

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.

29

0

191.263 STEM

5 days ago

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…

34

0

176.241 STEM

5 days ago

SciFi Multiverse

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

40

0

28.886 STEM

almost 2 years ago

Exercise 1: Taylor Derivatives Equal the Function's Derivatives at x = a In this video I prove that the derivatives of a

0

0

26.727 STEM

almost 2 years ago

Exercise 3: Approximating Electric Field of Electric Dipoles using Binomial Series ▶️ Watch on 3Speak In this video, I use the binomial series approximation to demonstrat

30

0

112.114 STEM

over 1 year ago

Vectors and the Geometry of Space: Problems Plus In this video I go over the end-of-chapter Problems

342

0

18.196 STEM

over 1 year ago

Vectors and the Geometry of Space: Problems Plus ▶️ Watch on 3Speak - Odysee - [BitChute](h

42

0

23.482 STEM

almost 2 years ago

Exercise 4: Approximating the Velocity of a Shallow Water Wave using Maclaurin Series In this video I go over the water wave velocity equation and appro

45

0

123.077 STEM

almost 2 years ago

Exercise 1: Taylor Derivatives Equal the Function's Derivatives at x = a ▶️ Watch on 3Speak In this video I prove that the derivatives of a Taylor Polynomial ar

0

0

40.257 STEM