I’m also grateful to David Eisenbud, the Director of the Mathematical Sciences Research Institute (MSRI) and professor of mathematics at the University of California, Berkeley, for his help and for connecting me with Hugh Woodin. i can count past infinity. i’m just built different. Prossimi video. How to Count Infinity. 8 yıl önce. “Some infinities are bigger than other infinities” – Hazel Grace Lancaster, in “The Fault in Our Stars,” by John Green minutephysics Is counting past “infinity” possible? Today we are learning how to count past infinity, It might seem like the biggest number.

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## How To Count Past Infinity Vsauce HD 23:46

MII counted to infinity oncewon’t do that again. However, if you think counting to infinity is hard, try counting backward from infinity. ok so listen im not super good at this math stuff n all but hear me out.I

I’m also grateful to David Eisenbud, the Director of the Mathematical Sciences Research Institute (MSRI) and professor of mathematics at the University of California, Berkeley, for his help and for connecting me with Hugh Woodin. i can count past infinity. i’m just built different. Prossimi video.How To Count Past Infinity. kevinoo7 (32).SIs counting past “infinity” possible? Today we are learning how to count past infinity, It might seem like the biggest number.

## How to count Past Infinity | WordlessTech

Home/Posts/SCIENCES/Physics/How to count Past Infinity. Previous Next.Hugh Woodin speaking about infinity at the World Science Festival: slwiev.info/tree/video/saV6e5Fvk7apiH8m45s. I clicked on this video only to make a bet with myself that Vsauce Michaelhere would say “But you obviously can’t count past infinity.But we can count past it. How? Well, let’s use our old friend, the super-task. It’s really hard to get across just how unfathomable the size of an inaccessible cardinal is.Upgrade to remove adverts. Only RUB 193.34/month. VSAUCE: “How to Count Past Infinity” [Exoschool].

Последние. Популярные. #how-to-count-past-infinity.I counted to infinity oncewon’t do that again. However, if you think counting to infinity is hard, try counting backward from infinity. The next infinity we can talk about is the set of all replacements we can make. You cannot use the axiom of replacement to get past this infinity.Counting past infinity is like going past the speed of light: 1. It’s fun 2. You accept a whole new set of laws 3. You can stack it 4. There’s a -1/12 Search up that LeaF guy. Don’t look up mopemope though, you’ve been warned. XxSamoray VEX7xX 3 दिन पहले.Hugh Woodin speaking about infinity at the World Science Festival: setosts.info/post/video/hH2lq4xqlYWtua8.htmlm45s. I clicked on this video only to make a bet with myself that Vsauce Michaelhere would say “But you obviously can’t count past infinity.

## Download the subtitles of this youtube video How To Count Past Infinity

iCheek To Cheek George Shearing. Adam Rios Reason For Love.Hugh Woodin speaking about infinity at the World Science Festival: nllists.info/home/video/rXymgb5oZbGpvLA.htmlm45s. I clicked on this video only to make a bet with myself that Vsauce Michaelhere would say “But you obviously can’t count past infinity.H

HHow to Count Infinity. 8 yıl önce. “Some infinities are bigger than other infinities” – Hazel Grace Lancaster, in “The Fault in Our Stars,” by John Green minutephysics Is counting past “infinity” possible? Today we are learning how to count past infinity, It might seem like the biggest number.This means to count past infinity there are no specefic steps but only your imagination can “Create” or “Discover” new infinities. The last line is deep. I have Crates full of thosse types of line. I still remember some infinities that were shown in the last.Infinity (Charice album). Bing. back to playlist. Vote counting system. There exist various methods through which the ballots cast at an election may be In baseball and softball, the count refers to the number of balls and strikes a batter has in his current plate appearance.

## How to count past infinity – Quora

How do you count past infinity? The easy answer is: infinity and 1, infinity and 2, infinity and 3, infinity and 4, and so on to infinity and infinity. In terms of cardinal numbers you can’t count past infinity.How to Count Infinity. Hace 8 años. “Some infinities are bigger than other infinities” – Hazel Grace Lancaster, in “The Fault in Our Stars,” by John Green minutephysics Is counting past “infinity” possible? Today we are learning how to count past infinity, It might seem like the biggest number.SM

MHugh Woodin speaking about infinity at the World Science Festival: sefix.info/by/fqmlrJBxZoiohrM/video.htmlm45s. One of the greatest questions of this subject and today . I am not going to solve it I am teaching you how to count past infinity – this guy.mCounting past infinity is too much counting.

## How High Can You Count On Your Fingers? (Spoiler: Much Higher Than 10) – James Tanton

How high can you count on your fingers? It seems like a question with an obvious answer. After all, most of us have ten fingers, or to be more precise, eight fingers and two thumbs. This gives us a total of ten digitson our two hands, which we use to count to ten. It's no coincidence that the ten symbolswe use in our modern numbering system are called digits as well. But that's not the only way to count. In some places, it's customary togo up to twelve on just one hand.

how? Well, each finger is divided into three sections, and we have a natural pointerto indicate each one, the thumb. That gives us an easy to way to countto twelve on one hand. And if we want to count higher, we can use the digits on our other hand tokeep track of each time we get to twelve, up to five groups of twelve, or 60. Better yet, let's use the sectionson the second hand to count twelve groups of twelve,up to 144. That's a pretty big improvement, but we can go higher by finding morecountable parts on each hand.

for example, each finger has three sections and three creases for a total of six things to count. Now we're up to 24 on each hand, and using our other hand to markgroups of 24 gets us all the way to 576. Can we go any higher? It looks like we've reached the limitof how many different finger parts we can count with any precision. So let's think of something different. One of our greatest mathematical inventions is the system of positional notation, where the placement of symbols allowsfor different magnitudes of value, as in the number 999.

even though the same symbol is usedthree times, each position indicates a differentorder of magnitude. So we can use positional value onour fingers to beat our previous record. Let's forget about finger sectionsfor a moment and look at the simplest case of havingjust two options per finger, up and down. This won't allow us to represent powers of ten, but it's perfect for the counting systemthat uses powers of two, otherwise known as binary. In binary, each position has doublethe value of the previous one, so we can assign our fingers values of one, two, four, eight, all the way up to 512.

and any positive integer,up to a certain limit, can be expressed as a sum of these numbers. For example, the number sevenis 4+2+1. So we can represent it by havingjust these three fingers raised. Meanwhile, 250 is 128+64+32+16+8+2. How high an we go now? That would be the number with all tenfingers raised, or 1,023.

is it possible to go even higher? It depends on how dexterous you feel. If you can bend each finger just halfway,that gives us three different states – down, half bent, and raised. Now, we can count using a base-three positional system, up to 59,048. And if you can bend your fingersinto four different states or more, you can get even higher. That limit is up to you,and your own flexibility and ingenuity.

even with our fingers in just twopossible states, we're already working pretty efficiently. In fact, our computers are basedon the same principle. Each microchip consists of tinyelectrical switches that can be either on or off, meaning that base-two is the default waythey represent numbers. And just as we can use this system tocount past 1,000 using only our fingers, computers can perform billions of operations just by counting off 1's and 0's. .

how high can you count on your fingers? It seems like a question with an obvious answer. After all, most of us have ten fingers, or to be more precise, eight fingers and two thumbs. This gives us a total of ten digitson our two hands, which we use to count to ten. It's no coincidence that the ten symbolswe use in our modern numbering system are called digits as well. But that's not the only way to count. In some places, it's customary togo up to twelve on just one hand.

how? Well, each finger is divided into three sections, and we have a natural pointerto indicate each one, the thumb. That gives us an easy to way to countto twelve on one hand. And if we want to count higher, we can use the digits on our other hand tokeep track of each time we get to twelve, up to five groups of twelve, or 60. Better yet, let's use the sectionson the second hand to count twelve groups of twelve,up to 144. That's a pretty big improvement, but we can go higher by finding morecountable parts on each hand.

for example, each finger has three sections and three creases for a total of six things to count. Now we're up to 24 on each hand, and using our other hand to markgroups of 24 gets us all the way to 576. Can we go any higher? It looks like we've reached the limitof how many different finger parts we can count with any precision. So let's think of something different. One of our greatest mathematical inventions is the system of positional notation, where the placement of symbols allowsfor different magnitudes of value, as in the number 999.

even though the same symbol is usedthree times, each position indicates a differentorder of magnitude. So we can use positional value onour fingers to beat our previous record. Let's forget about finger sectionsfor a moment and look at the simplest case of havingjust two options per finger, up and down. This won't allow us to represent powers of ten, but it's perfect for the counting systemthat uses powers of two, otherwise known as binary. In binary, each position has doublethe value of the previous one, so we can assign our fingers values of one, two, four, eight, all the way up to 512.

and any positive integer,up to a certain limit, can be expressed as a sum of these numbers. For example, the number sevenis 4+2+1. So we can represent it by havingjust these three fingers raised. Meanwhile, 250 is 128+64+32+16+8+2. How high an we go now? That would be the number with all tenfingers raised, or 1,023.

is it possible to go even higher? It depends on how dexterous you feel. If you can bend each finger just halfway,that gives us three different states – down, half bent, and raised. Now, we can count using a base-three positional system, up to 59,048. And if you can bend your fingersinto four different states or more, you can get even higher. That limit is up to you,and your own flexibility and ingenuity.

even with our fingers in just twopossible states, we're already working pretty efficiently. In fact, our computers are basedon the same principle. Each microchip consists of tinyelectrical switches that can be either on or off, meaning that base-two is the default waythey represent numbers. And just as we can use this system tocount past 1,000 using only our fingers, computers can perform billions of operations just by counting off 1's and 0's. .