20+ Best Math images in 2020 mathematics, math, quadratics
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Update: I went a lil crazy lol. Decided the small dragon balls were not enough, went with a Super Dragon Ball. 200 x 200 pixel circle (keep in mind I decided 1 pixel equals a 2 x 2 square in Terraria) and this time I could actually do a good star. Small ones are on my profile for reference.
How (-1)² and sqrt(-1) = -1; without the video, here are the index laws of √x; the √ is the inverse square which is equal to 1/[power raised]. If you raised a number to 5, the inverse equals 0.2; and so, the inverse of 5^5 is 5^0.2 : (-1)^2 = (-1^1)^2 = -1^(1*2) = -1^2 = in your calc enter: 0-1^2.
How (-1)² and sqrt(-1) = -1; without the video, here are the index laws of √x; the √ is the inverse square which is equal to 1/[power raised]. If you raised a number to 5, the inverse equals 0.2; and so, the inverse of 5^5 is 5^0.2 : (-1)^2 = (-1^1)^2 = -1^(1*2) = -1^2 = in your calc enter: 0-1^2.
Mathematician Johann Carl Friedrich Gauss's brain was preserved and was studied by Rudolf Wagner, who found its mass to be slightly above average, at 1,492 grams , and the cerebral area equal to 219,588 square millimetres .Highly developed convolutions were also found, as a sign of genius.
Educational video on dividing rectangles into equal squares - I BEG you to hold out until the nightmare sets in at 1:35 [Uploaded in 2015, less than 4k views]
Mathematician Johann Carl Friedrich Gauss's brain was preserved and was studied by Rudolf Wagner, who found its mass to be slightly above average, at 1,492 grams , and the cerebral area equal to 219,588 square millimetres .Highly developed convolutions were also found, as a sign of genius.
I’m just wondering that the imaginary number i is √-1 and so i square would be (√-1)(√-1) and equals to -1 But if calculate like √-1*(-1) then it would be √1 and equals to 1 I know the right answer is -1 but why is the second one wrong? Is it just forbidden to calculate like this or there are other explanations?
now the ADVANCED math Limerick version: ∫3√31t2dt⋅cos(3π9)=ln(e√3) Integral t squared dt, from 1 to the cube root of 3, times the cosine, of three pi over 9, equals log of the cube root of e.
now the ADVANCED math Limerick version: ∫3√31t2dt⋅cos(3π9)=ln(e√3) Integral t squared dt, from 1 to the cube root of 3, times the cosine, of three pi over 9, equals log of the cube root of e.
Equality For ALL Women is organizing their third protest and rally today. Public Square, 5pm. These are going to keep happening here and around the country. Politicians have pissed off a LOT of people and have awoken and revitalized a movement. Stand in Solidarity!
I’m just wondering that the imaginary number i is √-1 and so i square would be (√-1)(√-1) and equals to -1 But if calculate like √-1*(-1) then it would be √1 and equals to 1 I know the right answer is -1 but why is the second one wrong? Is it just forbidden to calculate like this or there are other explanations?
[Arielle Dror] Lots of #USWNT doom and gloom the past couple days, but chance production from the US was equal to or better than Germany in both games: Thursday: US (1.84xG/18 shots/3 SOG) v. GER (1.54xG/17 shots/4 SOG) Sunday: US (2.05xG/15 shots/5 SOG) v. GER (1.67xG/15 shots/3 SOG)
Visited my favorite liquor store in Japan, Shinanoya in Setagaya, Tokyo. They don't have much Japanese whisky, but they've got a lot of everything else. What would you get? 144 Yen is equal to $1.00 US is the current exchange rate, so great time if you're coming from the US.
why isn't the area under xy=1 equal to 2 square units?
We can draw a line, x=y intersecting the curve xy=1 at (1,1) we can now compute the integrals with respect to the x and y axis and hence get the area to be 2 square units why is this wrong?
How do you reliable counter, a counter Valk ULT? ( Happens a lot in ranked, a team is holding you while ring is closing or near a choke and you need to Valk ULT past them & then they counter Valk ULT get ahead of you again, taking you back to square 1 )
“But why don’t you post in r/SquaredCircle? We are the number 1 wrestling subreddit, filled with great minds and unbiased conversation. We treat WWE and AEW equally. No we don’t have skin thinner then Ric Flair’s blood and no we aren’t biased towards AEW, why do you ask?”
LPT: For homeowners doing their own electrical work: When replacing sockets and switches (ESPECIALLY a lot of them), use a #1 square driver bit instead of a flat-head or Phillips; it's MUCH easier, and will allow you to achieve a tighter connection with less effort.
[LifeProTips] LPT: For homeowners doing their own electrical work: When replacing sockets and switches (ESPECIALLY a lot of them), use a #1 square driver bit instead of a flat-head or Phillips; it's MUCH easier, and will allow you to achieve a tighter connection with less effort.
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Building the ChopBot, an inexpensive Plasma cutter linear drive part 2
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![How (-1)² and sqrt(-1) = -1; without the video, here are the index laws of √x; the √ is the inverse square which is equal to 1/[power raised]. If you raised a number to 5, the inverse equals 0.2; and so, the inverse of 5^5 is 5^0.2 : (-1)^2 = (-1^1)^2 = -1^(1*2) = -1^2 = in your calc enter: 0-1^2.](https://external-preview.redd.it/454aquTuHvw1qQeoU1gdVJUXVdoeLWUEq-VdOW8fxBE.png?width=640&crop=smart&auto=webp&s=d177e3b1f8c6efd77811800d1ab6fc3a13005637 "How (-1)² and sqrt(-1) = -1; without the video, here are the index laws of √x; the √ is the inverse square which is equal to 1/[power raised]. If you raised a number to 5, the inverse equals 0.2; and so, the inverse of 5^5 is 5^0.2 : (-1)^2 = (-1^1)^2 = -1^(1*2) = -1^2 = in your calc enter: 0-1^2.")
![Educational video on dividing rectangles into equal squares - I BEG you to hold out until the nightmare sets in at 1:35 [Uploaded in 2015, less than 4k views]](https://external-preview.redd.it/XxP4nDp48KNXSctMY18SK_pizSfg8h4xri6LTkjp7TI.jpg?width=320&crop=smart&auto=webp&s=14b854ced91373fd3b991e4735cea1a5eb9b28f5 "Educational video on dividing rectangles into equal squares - I BEG you to hold out until the nightmare sets in at 1:35 [Uploaded in 2015, less than 4k views]")
![[Algebra] if i*i is sqr-1 * sqr-1, why isn’t it equal to 1 since the negatives under square root multiply and cancel out](https://preview.redd.it/4d8kea1nqq891.jpg?width=640&crop=smart&auto=webp&s=ff0e8e60739a6fe5dfe3190e14c23353b5ef0a13 "[Algebra] if i*i is sqr-1 * sqr-1, why isn’t it equal to 1 since the negatives under square root multiply and cancel out")
