I was hoping to see some more programming languages, especially Java, and C#. Nice video, I could watch it for another half an hour without getting bored :)
I didn't show other programming languages like C++, C#, and Java because they don't have a power operator, instead they have power as a function that takes 2 parameters, therefore there is no order ambiguity.
On paper, 2 to the power of 2 to the power of 3 (big two, small two, even smaller three) results in 256 due to the right-associative property. It's clever that some developers take this into consideration in their approach. However, the linear notation 2^2^3 is not standardised and may be interpreted differently depending on the application. Some calculators provide the result for one operation at a time by default, which is useful for most daily scenarios where you need live results after each individual operation. In that case, the oldest operations are always treated as though they are in parentheses, so typing 2^2^3 would be equivalent to typing ((2^2)^3), which equals 64. For a bigger example, 2^2^2^2^2 would be analogous to ((((2^2)^2)^2)^2), and so on. Both interpretations are perfectly valid when they match the usual calculator behaviour. Obviously, none of this applies to the ReactOS calculator, which is just rubbish.
Great video! So: 1. Some Linux calculators are good because they understand power chain rule as it should be. 2. Even Windows 11 calculator says it's 64. Let's hope Windows 12 will fix it. 3. Programming languages are good too in such expressions. 4. Special thanks to AI assistants for amazing answers about some calculators misunderstanding.
Please also include the new Apple Calculator (iOS 18/iPadOS 18/macOS Sequoia or later). It now calculates 256. Edit: Since you are also including AI it would also be cool if you included different Siri/Apple Intelligence Versions. (Mainly iOS 18 or older; iOS 18.1 and iOS 18.2 or later). Maybe even include the old google assistant.
This is like a game of SET! Three features: Color(red,green,black,yellow) Shape(heart,diamond,club,spade) Number(1,2,3,4) 1=ace Example:Ace of Red Clubs Four of Green Diamonds Three of Green Hearts Ace of Yellow Spades Two of Red Spades Four of Black Clubs Two of Black Diamonds
there are 2 ways the calculators solved this: 1. as its a power tower, it solved 2^(2^3) which is 2^8 = 256 2. as it solved at the same time the user typed the inputs, it did (2^2)^3 whi h is 4^3 = 64
I was hoping to see some more programming languages, especially Java, and C#. Nice video, I could watch it for another half an hour without getting bored :)
I didn't show other programming languages like C++, C#, and Java because they don't have a power operator, instead they have power as a function that takes 2 parameters, therefore there is no order ambiguity.
So (2^2)^3 will be 64 and 2^(2^3) will be 256. Different if 2^2^3
(2^2)^3 = 64
2^(2^3) = 256
Yes!
Logically, neglect can lead to a difference.
this is why i was confused
i was doing 2^(2^3) (cuz tetration)
@@Wind2000channellike a crime for something like negligence???
some calculators apply (2^2)^3=64, and others apply 2^(2^3)=256 because some operating systems think differently
aw man apple didn't think different
FINALLY ANOTHER CALCULATOR VIDEO AFTER 16 MONTHS
Explain why 8388608:
2^23 is equal to 8388608.
Because can't use multiple exponential that break a integer limit easily.
4:52
4:04 Actually macOS shows 256 in calculator as well as in math notes and spotlight
it looked like a very old version of Mac OS X, probably Apple did something that caused a change in the order of operations
@@markusTegelane Gotta be.
Now I'm wondering how different calculators react when the input is 0^0
Undefined
Error
Syntax error
Impossible operation
1:40 But now, the Calculator UI in Windows 10 looks more like in Windows 11, for the Latest Version.
On paper, 2 to the power of 2 to the power of 3 (big two, small two, even smaller three) results in 256 due to the right-associative property. It's clever that some developers take this into consideration in their approach. However, the linear notation 2^2^3 is not standardised and may be interpreted differently depending on the application. Some calculators provide the result for one operation at a time by default, which is useful for most daily scenarios where you need live results after each individual operation. In that case, the oldest operations are always treated as though they are in parentheses, so typing 2^2^3 would be equivalent to typing ((2^2)^3), which equals 64. For a bigger example, 2^2^2^2^2 would be analogous to ((((2^2)^2)^2)^2), and so on. Both interpretations are perfectly valid when they match the usual calculator behaviour. Obviously, none of this applies to the ReactOS calculator, which is just rubbish.
For Windows 10/11 Calculator, you should be referring to their app versions, as they're updated independently from the OS (via Microsoft Store).
For react os you did 2 to the power of 23
It looks like the second click on x^y didn't register
Great video! So:
1. Some Linux calculators are good because they understand power chain rule as it should be.
2. Even Windows 11 calculator says it's 64. Let's hope Windows 12 will fix it.
3. Programming languages are good too in such expressions.
4. Special thanks to AI assistants for amazing answers about some calculators misunderstanding.
Please also include the new Apple Calculator (iOS 18/iPadOS 18/macOS Sequoia or later). It now calculates 256. Edit: Since you are also including AI it would also be cool if you included different Siri/Apple Intelligence Versions. (Mainly iOS 18 or older; iOS 18.1 and iOS 18.2 or later). Maybe even include the old google assistant.
ReactOS 💀
This is like a game of SET!
Three features:
Color(red,green,black,yellow)
Shape(heart,diamond,club,spade)
Number(1,2,3,4) 1=ace
Example:Ace of Red Clubs
Four of Green Diamonds
Three of Green Hearts
Ace of Yellow Spades
Two of Red Spades
Four of Black Clubs
Two of Black Diamonds
there are 2 ways the calculators solved this:
1. as its a power tower, it solved 2^(2^3) which is 2^8 = 256
2. as it solved at the same time the user typed the inputs, it did (2^2)^3 whi h is 4^3 = 64
What happen if you run Logonui in explorer in windows? (when you lock your computer)
ua-cam.com/video/xBKSvvGwM-M/v-deo.html
@@World_of_OSes LogonUi to the desktop screen but nvm i will do this in a virtual machine ty anyway
VIVO ANDROID CALCULATOR: 2^2^3=256
I'm going to make a video on dividing 0 by 0 on multiple phone OS's!
You will see IOS, Android, and Windows mobile
Imagine if one of them said 0 or 1 💀
Can you do highest factorials on calculators?
9:20 Copilot in your Computer is still the Old one?
Windows 11 24H2
Aren't the Windows 10 and 11 calculators the same?
256 is correct, but most of these don't even claim to do order of operations. It's like complaining that 2 + 3 * 4 = 20
In fact u can also "test" 2+2*2.
When you typing into calculator string one by one it doest "look back".
Kind of stupid video
Do 2^2^2 for more consensus. (the only outlier would be if they say 4194304)
Doing 2^(2^3) is the right way though, right?
That’s how tetrations are calculated, which is why 2⇈5 is ~10¹⁹⁰⁰⁰ instead of 65536
4:48 What the hell is “2^3”
did you notice the rad and the deg on the video??
What if you 1-8= in different os
next up: what happens if you 0th root on different calculators
What happens if you 6*9+6+9 on calculatirs
2^2^3=64
Windows XP knows the right answer!
so.. what's the correct answer?
7:38
256
64
It depends on the order in which the result is calculated. If I do it im my head, I get 64
In languages that have a power operator it's right to left, so 256.
256 (Samsung Calculator)
5:28
@@World_of_OSesI did it on One UI 5.1.
Now try calculating triple factorial of 3
I'm quadriple unlucky becauce of 4 ads
256...
reactOS calculator is tweaking 💀
2^2^3=3
it's 256
I'm here! :3
I am the 2,312sd person to watch this video!
256 mine
DUDE STOP DOING (2^2)^3
Who's with 64 gang?! 🙌
mathematic
SLAYYY
explanation
(2^2)^3 = 64
And
2^2^3 = 256
😅😅😅😅
2^2^3 = 2^(2^3)
in fact, all types of calculators are working, you are calculating two types of things
@@BehruzZoirov-if5kwthis. You typing one by one not whole string
@@World_of_OSes of course
You mean 2^2^3 = 64 and 2^(2^3) = 256