Windows 3.1 and 95 calculators use the IEEE 754 double floating point limits, so the maximum is slightly less than 2^(1024) (the 3.1 cannot handle subnormal numbers apparently) Also, the 98-Vista calculators were capped by system memory, but the larger the exponent, the more memory it took up. The Deepin Calculator can handle a large, large range of values.
1.7976931348623158e+308 is the scientific notation for the highest number and maybe 1.7976931348623158e+307is actually the lowest number but im not sure also the reason the lowest number on the windows 95 calculator starts becoming inaccurate is because there aren’t enough binary digits to store a decently accurate number
WolframAlpha: Highest number: N/A Lowest positive number: N/A What happens if you go past the highest number?: N/A What happens if you go past the lowest positive number?: N/A That's why I love it so much.
MS-DOS: Highest number: 10^1073741824 Lowest number: 10^-1073741824 What happens if you go above 10^1073741824: ===INF=== What happens if you go below 10^-1073741824: 0
MS-AN-DOS: Highest number: 10^(9.223*10^18) Lowest number: 10^(-9.223*10^18) What happens if you go above 10^9.223*10^18: #O-FLOW! What happens if you go below 10^-9.223*10^18: 0
Vacc T Calculator: Highest number: 10^3003 Lowest number: 10^-3042 What happens if you go above 10^3003: Timeout What happens if you go below 10^-3042: 0
Vacc TS Calculator: Highest number: 10^1000 Lowest number: 10^(-1000) What happens if you go above 10^1000: "error" What happens if you go below 10^-1000: 0
It's not "3Dash music", it's "Delightful D" by Kevin MacLeod (incompetech.com). I had not even heard of 3Dash when I made this video. The makers of 3Dash just chose that same royalty-free track.
In future calculator videos, you should feature "Qalculate!". There are 2 versions: one for GTK and the other for Qt, but both of them use the same backend for calculating so it shouldn't matter for these comparisons :)
The value of is a very small number: 1.0 \times 10^{-99} = 0.000\ldots 001 It is followed by 99 zeros after the decimal point. In scientific notation, it is written as: 1.0 \times 10^{-99} This is a very tiny number, essentially divided by 10⁹⁹ now highest number. Let's calculate both of these expressions: 1. This is simply multiplied by raised to the power of 99, which gives: 9.9 \times 10^{99} = 9.9 \times 10^{99} 2. This is multiplied by raised to the power of -99, which gives: 1.0 \times 10^{-99} = 0.000...001 \quad \text{(99 zeros after the decimal point)
My-Precise-Calculator Lowest non-zero positive number: 6e-4,966 Highest non-zero positive number: 1.1e4,932 Lowest non-zero negative number: -6e-4,966 Highest non-zero negative number: -1.1e4,932 What happens if you go past the highest positive number? Overflow What happens if you go past the lowest positive number? 0 What happens if you go past the highest negative number? Underflow What happens if you go past the lowest negative number? -0
As I'm watching this on 0:28, I can imagine the digital calculators reaching the 32 - or 64-bit integer limit. Edit: I just remembered about floats and doubles, which are numbers capable of fractions, but are 32bit and 64bit respectively.
Calculator Ideas CalcTic: Highest number: 10↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑99 (100 arrows) Lowest number: 0.01×10↑↑↑↑↑↑↑↑↑↑-99 What happens if you go past the highest number 10↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑100 (100 Arrows): UnknownInfinity What happens if you go past the lowest position number 10↑↑↑↑↑↑↑↑↑↑-100: 0 1÷0 = UnknownInfinity 0÷0 = Undefined ∞^∞ = Infinifinity ∞+100 = ∞•100 UnknownInfinity÷0 = Error: Too Large Tan(90) = Undefined
My caculator maximum: 10^45,154 My caculator minimum: 10^-3,009 My caculator above max number: Calculating time out* My caculator below min number: 0.0000000000000 *It may wrong
Desmos calculator's highest number: 10^308 Desmos calculators lowest number: 10^(-308) What happens if you go above 10^308: undefined What happens if you go below 10^(-308): 0
kalkulaktor highest number: 10^10^215 lowest number: 10^(-10^215) What happens if you go above the highest number: "Not a Number" What happens if you go below the lowest number: 0
My calculator(ik its pretty weak): Highest: 2^250000 Lowest: 2^-9999 If you go past highest: "Can't calculate" If you go past lowest: 0.r0 r = repeating
The value of is: 1.0 \times 10^{-99} = 0.000\ldots 1 \quad (\text{with 99 zeros after the decimal point and then a 1}) In decimal form, it's a very small number: , where there are 99 zeros between the decimal point and the 1. Now the highest. The value of is: 9.9 \times 10^{99} = 9.9 \text{ followed by 99 zeros} In scientific notation, it remains , or a 9.9 with 99 zeros following it. This is an extremely large number.
Kalculator: Highest: 1ee+2147483647 (10^10^2147483647) Lowest: 1ee-2147483648 (1/10^10^2147483648) What happens if you go past 1ee+2147483647: Overflow What happens if you go below 1ee-2147483648: 0
Windows 9 calculator Highest number: {10, 100, 7} Lowest number: {10, -100, 7} What happens if you go past the highest number: ∞ What happens if you go past the lowest number: 0 1÷0 = ∞ 0÷0 = i (Imaginary unit)
Hypercalc (JS): Highest Number: 10^10^10^10^...10^10^10 (...with 10^308 tens stacked over) (Or 10^^10^308) Lowest Number: 10^-323 What happens if you go past the highest number: ∞ What happens if you go past the lowest number: 0
wolfrom alpha :10^(10^(10^12)) ---> www.wolframalpha.com/input?i2d=true&i=Power%5B10%2C-Power%5B10%2CPower%5B10%2C12%5D%5D%5D :10^-(10^(10^12)) ---> www.wolframalpha.com/input?i2d=true&i=Power%5B10%2CPower%5B10%2CPower%5B10%2C12%5D%5D%5D What happens if you go past the highest number: Standard computation time exceeded... What happens if you go past the lowest number:
YourCalculator: Highest Number: 10^3008 Lowest Number: 5x10^-3024 What happens if you go past the highest number: Infinity What happens if you go past the lowest number: 0
MathBlocks: Highest Number: 10^3003 Lowest Number: 10^-3003 What happens if you go past the highest number: Math Error What happens if you go past the lowest number: 0
U-Blocks: Highest Number: 10^262,143 Lowest Number: 10^-131,071 What happens if you go past the highest number: Crashes What happens if you go past the lowest number: 0
The value of is a very small number: 1.0 \times 10^{-99} = 0.000\ldots 001 It is followed by 99 zeros after the decimal point. In scientific notation, it is written as: 1.0 \times 10^{-99} This is a very tiny number, essentially divided by 10⁹⁹. Now the highest. Let's calculate both of these expressions: 1. This is simply multiplied by raised to the power of 99, which gives: 9.9 \times 10^{99} = 9.9 \times 10^{99} 2. This is multiplied by raised to the power of -99, which gives:9999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999| 99 zeros 1.0 \times 10^{-99} = 0.000...001 \quad \text{(99 zeros after the decimal point)}
Calculators in 2050: Highest Point: 10^^^^^^^^^^^^^10000 Lowest Point 10^^^^^^^^^^^^^-10000 What Happens if you go past the highest number: Epilison What Happens if you go past the lowest possible number: 1/Epilison
Infinitely precise calculator The highest point in Veblen Notation: φ(φ(φ...φ(1,0,0,0...0 (with φ(1,0,0,0...0 (with φ(1,0) zeros) zeros),0,0,0...0 (with φ(φ(1,0,0,0...0 (with φ(1,0,0,0...0) zeros),0,0,0...0 (with φ(1,0) zeros),0,0,0...0 (with φ(1,0,0,0...0 (with 1,0,0,0...0 (with ... zeros) zeros (with 3 iterations)) (with φ(1,0) φ's) The lowest point: the highest point multiplied by -1 If you go beyond the highest point: Loops back to the lowest point and increases the number of overflows If you go beyond the lowest point: Loops back to the highest point and decreases the number of overflows Format for overflows: [Actual result] (with [Number of overflows] overflows)
Calculators in 2100: Highest Point: 10{{{{{{{{{{{10}}}}}}}}}}}10 Lowest Point: 10^-10{{{{{{{{{{{10}}}}}}}}}}}10 What Happens if you go past the highest number: "Not a number" What Happens if you go past the lowest possible number: 0
Windows 100.09 Calculator (Fanmade): Highest Point: 10^^(10^100)^100{10^10^100}10^^(10^100)^100 Lowest Point: 10^10^-99 Past Highest Number: Overflow: Number can't be Surpassed Past Lowest Number: 0
Calculators in ∞: Highest Point: ∞ Lowest Point: 1/∞ What Happens if you go past the highest possible number: ∞ What Happens if you go past the lowest possible number: 1/∞
Why is the highest number always 10^308? Have you ever heard of numbers like the Fish Numbers, The Whopper, The Cantor's ordinal, or even Aleph null(Omega)? These numbers are very high. Also, Why is the lowest positive number always 10^-323? Also, In my tablet The highest number is 10^15051. The lowest positive number is 10^-319. If I go past the highest number, It shows nothing then Error. If I go past the lowest positive number, It shows 0. My tablet is a Huawei.
10^308 is the maximum value that a "double" (64-bit floating-point number) can store. Any calculator that maxes out at 10^308 is probably using a double internally.
My calculators Bitoon calculator BT-7836 Longest number: 10^12 x 9.99 Lowest number: 0.0000000001 When skips to longest number: "error" When skips to lowest number: "0" iPhone 12 calculator Longest number: 10^159 x 9.99 Lowest number: 10^-100 x 1.00 When skips to longest number: "0" When skips to lowest number: "error" Kenko calculator (2011) Longest number: 10^12 x 9.99 Lowest number: 0.0000000001 When skips to longest number: "E" When skips to lowest number: "0" Nothing phone calculator Longest number: 10^75257 x 9.99 Lowest number: 10^-3009 x 1.00 When skips to longest number: "can't calculate" When skips to lowest number: "0.000" Calculator in-actor calculator Longest number: 10^3000000 x 9.99 Lowest number: 0.0000000001 When skips to longest number: "Calculator in-actor not responding." When skips to lowest number: "0"
Why early Windows has the limitations on numbers because it’s using pure C/C++ so as you know, C/C++ has limitations on int about 10^18 and double at about 10^-304. If you go past, memory exceeding and segment fault, and in modern Windows the application crashes and closed. In early days of Windows, the PC will shut down randomly if segment fault happens and you probably won’t get your unsaved data back.
Maybe he didn't mean the smallest possible number, but the number closest to zero? (because the negative power indicates how much the number is divided).
You should've included the android reskins (i forgot what theyre called) like miui's, where if you go too high it will result with infinity and the calculator basically being a glitchy mess p.s.: welp, spoke too soon
I'm currently watching this video at night (23:30 in Central European Summer Time). HBU?
8:33 pm central standard time
01:06 UTC+2
8:03 eastern time
7:16 AM Eastern time
7:50 CDT
21:29
Round off!
Highest: 1.8x10^308
Lowest: 4.9x10^-324
Windows 3.1 and 95 calculators use the IEEE 754 double floating point limits, so the maximum is slightly less than 2^(1024) (the 3.1 cannot handle subnormal numbers apparently)
Also, the 98-Vista calculators were capped by system memory, but the larger the exponent, the more memory it took up.
The Deepin Calculator can handle a large, large range of values.
its 2^1023-1
Do people even recognize you outside logo editing
1.7976931348623158e+308 is the scientific notation for the highest number and maybe 1.7976931348623158e+307is actually the lowest number but im not sure
also the reason the lowest number on the windows 95 calculator starts becoming inaccurate is because there aren’t enough binary digits to store a decently accurate number
that's crazy the amount of work put into this video just too see when the calculator will crash :p
Deepin Calculator beefy tho
Windows 12 Calculator:Highest Number:10^^^^^^^1000(10{7}10^3)
Lowest Number:10^-0.0000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001
What!?
@@rail2763rail_subyou cant just add another ^ to a ^ unless its a ↑
Half a billion zore
@@rail2763rail_subok
WolframAlpha:
Highest number: N/A
Lowest positive number: N/A
What happens if you go past the highest number?: N/A
What happens if you go past the lowest positive number?: N/A
That's why I love it so much.
yea.
No highest number or lowest positive number?
1E9999999999999999999999999999999999999999999999999999999999999999999999999999999999
1:18
Scientific Calculator: STOP PRESSING THE EQUAL BUTTON!!!!!!!!! I AM DYING
1:18
0:34 This depends on how many digits you have.
Highest number is (10^D) -1
Lowest positive number is 10/(10^D)
(D means count of digits)
Ternius:
Highest number: 10^999
Lowest number: 10^-999
What happens if you go above 10^999: Overflow.
What happens if you go below 10^-999: 0.0000
Modern Geoworks Ensemble:
Highest number: 10^100000000
Lowest number: 10^-100000000
What happens if you go above: ∞
What happens if you go below: 0
MS-DOS:
Highest number: 10^1073741824
Lowest number: 10^-1073741824
What happens if you go above 10^1073741824: ===INF===
What happens if you go below 10^-1073741824: 0
MS-AN-DOS:
Highest number: 10^(9.223*10^18)
Lowest number:
10^(-9.223*10^18)
What happens if you go above 10^9.223*10^18: #O-FLOW!
What happens if you go below 10^-9.223*10^18: 0
Vacc T Calculator:
Highest number: 10^3003
Lowest number: 10^-3042
What happens if you go above 10^3003: Timeout
What happens if you go below 10^-3042: 0
Vacc TS Calculator:
Highest number: 10^1000
Lowest number: 10^(-1000)
What happens if you go above 10^1000: "error"
What happens if you go below 10^-1000: 0
I love yours calculator videos like the hardest 1÷0 on defrent calculators
Did you find out all the highest and lowest values on your own? That must of taken ages!
i love how sometimes when you go past the highest number it becomes *E*
rorr
E
EEEEEEEE
ua-cam.com/users/postUgkxwCcgJ2NBKKNjFSkBI7-HG6a_wUXIpQzo
E
I died when the 3Dash music appeared 3:32
It's not "3Dash music", it's "Delightful D" by Kevin MacLeod (incompetech.com). I had not even heard of 3Dash when I made this video. The makers of 3Dash just chose that same royalty-free track.
no it it 3Dash
@@World_of_OSes oh hah! I know it from 3Dash only lol.
@@theoddster no
Yeah that's definitely 3Dash
Deepin Calculator is So OP, It can Go up to this Number: 10.000 Octoseptuagintacentimicro-sexquinquagintanovemilli-novemsexagintanongentillion
10OcSiCeMcSxqgNoMiNoSgNi
I've actually tested the Windows 3.1 calculator in my machine and the behavior was identical as in the Windows 95 calculator.
Physical Calculators
0:10 (10⁸) -1/10-⁷
0:34 (10¹⁰⁰)-(10⁹⁰)/10^-⁹⁹
Physical Calculators
0:10 E/0
11:11, 13:00, 13:27, 14:08, 18:27, 19:04, 19:48, 20:59 (64 bit FP), 23:56, 24:36 & 25:47’s upper limit is (2^1024)-1
The highest number for Windows 3.1 is somewhere around 1.79e308 (same for 95)
5:18 it shouldve said underflow but microsoft was like: TOO LARGE
In future calculator videos, you should feature "Qalculate!". There are 2 versions: one for GTK and the other for Qt, but both of them use the same backend for calculating so it shouldn't matter for these comparisons :)
ua-cam.com/video/waDfe1-ZvDY/v-deo.html
Whats qalculteate
@@neofoodtype338Qajrudjxcbeidbdjate.
whats qlskiansnsbjisz
I tried this on my school computer and after going past 1 x10 308 it said ♾️
4:19 how windows xp can calculate over myrillion??
The value of is a very small number:
1.0 \times 10^{-99} = 0.000\ldots 001
It is followed by 99 zeros after the decimal point. In scientific notation, it is written as:
1.0 \times 10^{-99}
This is a very tiny number, essentially divided by 10⁹⁹ now highest number. Let's calculate both of these expressions:
1.
This is simply multiplied by raised to the power of 99, which gives:
9.9 \times 10^{99} = 9.9 \times 10^{99}
2.
This is multiplied by raised to the power of -99, which gives:
1.0 \times 10^{-99} = 0.000...001 \quad \text{(99 zeros after the decimal point)
8:33 Largest becomes 10^(2^29) _(100 octoseptuagintisexagentimicrosesquinquagintinonagentimillinovemsexagintinonagentillion)_ and smallest becomes 10^(-2^29) _(10 octoseptuagintisexagentimicrosesquinquagintinonagentimilliseptuagintinonagentillionths)_
8:46 Deepin Got A Highest Number In The Whole OS💀
23:37 Do you use Windows 10 as a VM or as a host machine?
VM
Nice
My-Precise-Calculator
Lowest non-zero positive number: 6e-4,966
Highest non-zero positive number: 1.1e4,932
Lowest non-zero negative number: -6e-4,966
Highest non-zero negative number: -1.1e4,932
What happens if you go past the highest positive number? Overflow
What happens if you go past the lowest positive number? 0
What happens if you go past the highest negative number? Underflow
What happens if you go past the lowest negative number? -0
20:32 Why only C# for Programming Language? Where are Python, Java, C/C++?
in-built limit
I did also show Game Maker and Scratch.
That is because the table does not have enough space to add.
I wish there were videos of instruments too see the lowest and highest notes 🎶 that breath instruments support
Anything that says 10^308 can go up to 1.79×10^308. Thats because this number is 2^(1024)
(Uncentillion is 10^306)
In Scratch, the real maximum number to use is literally 1.79 * 10^308 (179 Uncentillion)
the number limit of most programs are 10^308 or more correctly 2^1024
179UCn
You mean 1799362637881635162770188837100261827635717833221836188836455617341426381927253671836547263425179462621448273734096248163264128256512?
1.797e308 antimatter dimensions
What if you type a higher number?
As I'm watching this on 0:28, I can imagine the digital calculators reaching the 32 - or 64-bit integer limit.
Edit: I just remembered about floats and doubles, which are numbers capable of fractions, but are 32bit and 64bit respectively.
yep and the ones that go to 10^-324 are just ones with the exponent bit overflowing so much that it breaks
nice content
Calculator Ideas
CalcTic:
Highest number: 10↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑99 (100 arrows)
Lowest number: 0.01×10↑↑↑↑↑↑↑↑↑↑-99
What happens if you go past the highest number
10↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑100 (100 Arrows): UnknownInfinity
What happens if you go past the lowest position number
10↑↑↑↑↑↑↑↑↑↑-100: 0
1÷0 = UnknownInfinity
0÷0 = Undefined
∞^∞ = Infinifinity
∞+100 = ∞•100
UnknownInfinity÷0 = Error: Too Large
Tan(90) = Undefined
Disappointed to see some calculators won't go below a billionth (1E-9). There are many types of calculations that use units smaller than that.
4:53 Me when i use auto clicker
My caculator maximum: 10^45,154
My caculator minimum: 10^-3,009
My caculator above max number: Calculating time out*
My caculator below min number: 0.0000000000000
*It may wrong
Desmos calculator's highest number: 10^308
Desmos calculators lowest number: 10^(-308)
What happens if you go above 10^308: undefined
What happens if you go below 10^(-308): 0
nice
No, it’s 1.79 * 10^308
No, Its 10^-323 and having a bug on smaller 10^-315
kalkulaktor
highest number: 10^10^215
lowest number: 10^(-10^215)
What happens if you go above the highest number: "Not a Number"
What happens if you go below the lowest number: 0
My calculator(ik its pretty weak):
Highest: 2^250000
Lowest: 2^-9999
If you go past highest: "Can't calculate"
If you go past lowest: 0.r0
r = repeating
I woke up in 5am
Also noice video
ua-cam.com/users/postUgkxvSEiRvEa5FMDHhSuVSBxdD4Y4ALOiBG8
Many calculators that stuck at 10³⁰⁸ or 10³⁸ are depended on Base 2, not 10.
More likely 2^1024
22:36 Infinity
No?
calc35125:
Highest num: 10^3,512,519,205
Lowest positive number: 10^-488,893,555,845
Past highest: *crash*
Past lowest: "syntax error; error 64784"
HOW DOES THE DEEPIN CALCULATOR GO UP TO 536 MILLION ZEROS????
that's like almost 1 DuMc (ducentimicrillion)
@cindykramer3047 it's not DuMc
Is DuCenMc
like...10⁵³⁶⁰⁰⁰⁰⁰⁰?
@cindykramer3047 is not DuMc
is DuCenMc
SHUP UP, @GeorgelsRandom !
@cindykramer3047 That's not DuMc,
is DuCenMc
by experiencing with the google calculator, i can find that the greatest number it can go is about 1.797*10^308, anything further will say infinity.
Why are so many devices that use 10^(-323) to 10^308? Could you explain it to me? And why exactly are these numbers?
1.79 * 10 ^ 308 is aproximately 2 ^ 1024 - 1, and they computers normally use base 2, it is the highest number they can support in base 2.
The one i don't know about it is
10 ^ (-323)
The value of is:
1.0 \times 10^{-99} = 0.000\ldots 1 \quad (\text{with 99 zeros after the decimal point and then a 1})
In decimal form, it's a very small number: , where there are 99 zeros between the decimal point and the 1. Now the highest. The value of is:
9.9 \times 10^{99} = 9.9 \text{ followed by 99 zeros}
In scientific notation, it remains , or a 9.9 with 99 zeros following it. This is an extremely large number.
What distro was the galculator ran on? (Don't mind if I'm using bad grammar.)
EndeavourOS
Can you do the highest factorials?
Kalculator:
Highest: 1ee+2147483647 (10^10^2147483647)
Lowest: 1ee-2147483648 (1/10^10^2147483648)
What happens if you go past 1ee+2147483647: Overflow
What happens if you go below 1ee-2147483648: 0
thats sick
4:50 Windows 10 Calculator
13:51 Is Chrome OS Flex ran on VM?
No, it's ran from a Live USB
@@World_of_OSes okay, thank you
Deepin Calculator is the best!
5:23 Over flow
🌊🌊🌊🌊🌊🌊🌊🌊🌊🌊🌊🌊🌊🌊
Due to my laptop's crappy built-in speakers, the music sounded like it was made of Windows XP critical stop sounds.
ua-cam.com/users/postUgkxwDyUVDUGYbZ1ju3UsHnEiE9eE6RWPklI
@@World_of_OSesI'm mostly using the external speakers that I connect via headphone jack or my headphones.
@@World_of_OSesI fixed this problem by reinstalling the audio driver.
Windows 9 calculator
Highest number: {10, 100, 7}
Lowest number: {10, -100, 7}
What happens if you go past the highest number: ∞
What happens if you go past the lowest number: 0
1÷0 = ∞
0÷0 = i (Imaginary unit)
Hypercalc (JS):
Highest Number: 10^10^10^10^...10^10^10 (...with 10^308 tens stacked over) (Or 10^^10^308)
Lowest Number: 10^-323
What happens if you go past the highest number: ∞
What happens if you go past the lowest number: 0
wolfrom alpha
:10^(10^(10^12)) ---> www.wolframalpha.com/input?i2d=true&i=Power%5B10%2C-Power%5B10%2CPower%5B10%2C12%5D%5D%5D
:10^-(10^(10^12)) ---> www.wolframalpha.com/input?i2d=true&i=Power%5B10%2CPower%5B10%2CPower%5B10%2C12%5D%5D%5D
What happens if you go past the highest number: Standard computation time exceeded...
What happens if you go past the lowest number:
YourCalculator:
Highest Number: 10^3008
Lowest Number: 5x10^-3024
What happens if you go past the highest number: Infinity
What happens if you go past the lowest number: 0
MathBlocks:
Highest Number: 10^3003
Lowest Number: 10^-3003
What happens if you go past the highest number: Math Error
What happens if you go past the lowest number: 0
U-Blocks:
Highest Number: 10^262,143
Lowest Number: 10^-131,071
What happens if you go past the highest number: Crashes
What happens if you go past the lowest number: 0
The value of is a very small number:
1.0 \times 10^{-99} = 0.000\ldots 001
It is followed by 99 zeros after the decimal point. In scientific notation, it is written as:
1.0 \times 10^{-99}
This is a very tiny number, essentially divided by 10⁹⁹. Now the highest. Let's calculate both of these expressions:
1.
This is simply multiplied by raised to the power of 99, which gives:
9.9 \times 10^{99} = 9.9 \times 10^{99}
2.
This is multiplied by raised to the power of -99, which gives:9999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999| 99 zeros
1.0 \times 10^{-99} = 0.000...001 \quad \text{(99 zeros after the decimal point)}
deepin calculator numcap can even work for most incremental games
Calculators in 2050:
Highest Point: 10^^^^^^^^^^^^^10000
Lowest Point 10^^^^^^^^^^^^^-10000
What Happens if you go past the highest number: Epilison
What Happens if you go past the lowest possible number: 1/Epilison
Infinitely precise calculator
The highest point in Veblen Notation: φ(φ(φ...φ(1,0,0,0...0 (with φ(1,0,0,0...0 (with φ(1,0) zeros) zeros),0,0,0...0 (with φ(φ(1,0,0,0...0 (with φ(1,0,0,0...0) zeros),0,0,0...0 (with φ(1,0) zeros),0,0,0...0 (with φ(1,0,0,0...0 (with 1,0,0,0...0 (with ... zeros) zeros (with 3 iterations)) (with φ(1,0) φ's)
The lowest point: the highest point multiplied by -1
If you go beyond the highest point: Loops back to the lowest point and increases the number of overflows
If you go beyond the lowest point: Loops back to the highest point and decreases the number of overflows
Format for overflows: [Actual result] (with [Number of overflows] overflows)
Calculators in 2100:
Highest Point: 10{{{{{{{{{{{10}}}}}}}}}}}10
Lowest Point: 10^-10{{{{{{{{{{{10}}}}}}}}}}}10
What Happens if you go past the highest number: "Not a number"
What Happens if you go past the lowest possible number: 0
Windows 100.09 Calculator (Fanmade):
Highest Point: 10^^(10^100)^100{10^10^100}10^^(10^100)^100
Lowest Point: 10^10^-99
Past Highest Number: Overflow: Number can't be Surpassed
Past Lowest Number: 0
Calculators in ∞:
Highest Point: ∞
Lowest Point: 1/∞
What Happens if you go past the highest possible number: ∞
What Happens if you go past the lowest possible number: 1/∞
Why is the highest number always 10^308? Have you ever heard of numbers like the Fish Numbers, The Whopper, The Cantor's ordinal, or even Aleph null(Omega)? These numbers are very high.
Also, Why is the lowest positive number always 10^-323?
Also, In my tablet The highest number is 10^15051. The lowest positive number is 10^-319.
If I go past the highest number, It shows nothing then Error. If I go past the lowest positive number, It shows 0.
My tablet is a Huawei.
10^308 is the maximum value that a "double" (64-bit floating-point number) can store. Any calculator that maxes out at 10^308 is probably using a double internally.
@@World_of_OSes Yes, Because 10^309 = sometimes Inf or Undefined
My calculators
Bitoon calculator
BT-7836
Longest number: 10^12 x 9.99
Lowest number: 0.0000000001
When skips to longest number: "error"
When skips to lowest number: "0"
iPhone 12 calculator
Longest number: 10^159 x 9.99
Lowest number: 10^-100 x 1.00
When skips to longest number: "0"
When skips to lowest number: "error"
Kenko calculator (2011)
Longest number: 10^12 x 9.99
Lowest number: 0.0000000001
When skips to longest number: "E"
When skips to lowest number: "0"
Nothing phone calculator
Longest number: 10^75257 x 9.99
Lowest number: 10^-3009 x 1.00
When skips to longest number: "can't calculate"
When skips to lowest number: "0.000"
Calculator in-actor calculator
Longest number: 10^3000000 x 9.99
Lowest number: 0.0000000001
When skips to longest number: "Calculator in-actor not responding."
When skips to lowest number: "0"
The most interesting result is the Standard Calculator. Even though it says an error, it still shows the top 8 digits.
Why early Windows has the limitations on numbers because it’s using pure C/C++ so as you know, C/C++ has limitations on int about 10^18 and double at about 10^-304. If you go past, memory exceeding and segment fault, and in modern Windows the application crashes and closed. In early days of Windows, the PC will shut down randomly if segment fault happens and you probably won’t get your unsaved data back.
I checked so in Windows XP the highest number is infinity
because you can get a factorial of any number even from other factorial
Maybe he didn't mean the smallest possible number, but the number closest to zero? (because the negative power indicates how much the number is divided).
So which one calc that able to hold the highest & lowest number? 🤔
3:51 lowest positive number should be 2^-1074
AND Highest number should be 2^1024 - 1
WHY DIDN'T YOU DO KCalc? 🥺🥺🥺🥺🥺
10^45154 and -10^45154 are the highest
and lowest numbers for the OPPO A74 5G built-in calculator app
what about a grpahing calculator like ti nspire, those are really advanced and have 100mb ram
3:45 you mean the lowest is 10^-323?
oh yeah it says 9.881312916825e-324 which is supposed to be 10^-323
Can you also do OneCalc in your next vid?
2^1024 > 10^308
10^-323 > 2^-1073
interesant...
On Android 12 x64 Calculator app
-the max Numbers i can find is for 10^75 257 [Positive and negative]
5:06 overflow
23:39 wait that’s what i go on!
Negatives: am i joking to you?
On 7:05 the music is like frying the computer battery
Will mention that the version of Game Maker you used is over ten years old; modern Game Maker may handle higher numbers
3:34 this song sounds like an music from a level in a videogame
Yo's talking about 3Dash Delightful Dance.
4:53 You holded 9 key in the numpad
Unities highest number I’m talking about the game engine that most people it has a limit of two to the power 128
2:49 "maximum is 1.79e-307"
3:40 the limit broke💀
5:06 overflow = infinite
CalcES = Limit = ComplexInfinity
3:34 3Dash first level music
you were wrong. You typed 72249 instead of 42249. 14:42
22:27 2048 tiles but Game Maker
Powers of 2
10^128 what that is a number?
Standard calculator 1, 3: E, 0. High: 10^7, Low: 10^-7
Standard calculator 2: E, 0. High: 10^9, Low: 10^-9
Scientific calculator: Math ERROR, 0. High: 10^99, Low: 10^-99
Windows calculator: Overflow, Overflow. High: 10^9999, Low: 10^-9999
My phone (OPPO A57): Calculation timeout, 0.0000000000000000000000000000. High: 10^45154, Low: 10^-3009
Google calculator app: Can't calculate, 0.0000000000000000000000000000. High: 10^75257, Low: 10^-3009
Google calculator: Infinity, 0. High: 10^308, Low: 10^-323
SVPAM:
biggest: 10^100-1
smallest: 10^-100-1
below 10^-100-1: 0
over 10^100-1: ERROR
mazing!
You should've included the android reskins (i forgot what theyre called) like miui's, where if you go too high it will result with infinity and the calculator basically being a glitchy mess
p.s.: welp, spoke too soon
do they reply?
And if you go past them
Casio 580 highest is 10^99 and lowest is 10^-99
22:36 - SEWA
Idea for future video: For physical scientific calculators with two digit limit powers of ten:
Speed of calculating factorial of 69. (69!)
It's 171122452428141311372468338881272839092270544893520369393648040923257279754140647424000000000000000.
3:34 reminds of a game level music
3:34 M O N Y M E R G I N G
win10/11 programmer calc
highest:depends
lowest:1
afer highest it rolls over to the lowest neg