Very interesting 

Dec 29, 2020 7:39 PM

i is my favorite imaginary number.

5 years ago | Likes 6 Dislikes 0

I don't care an iota about this

5 years ago | Likes 1 Dislikes 0

Thank you all the maths people who came here to explain this. It made no sense, but I'm glad at least someone enjoys those crazy numbers

5 years ago | Likes 1 Dislikes 0

imaginary numbers *solve* problems.

5 years ago | Likes 5 Dislikes 1

not really interesting tbh

5 years ago | Likes 2 Dislikes 0

Until you find out VAR is a thing, induction my friends is real and uses imaginary numbers to quantify it.

5 years ago | Likes 1 Dislikes 0

All numbers are imaginary

5 years ago | Likes 1 Dislikes 0

Hilbert spaces hold the math for the universe

5 years ago | Likes 2 Dislikes 0

The fact that we do math is proof of that we make our own problems and cry.

5 years ago | Likes 2 Dislikes 0

To be fair, imaginary numbers aren't more imaginary than real numbers, and real numbers aren't more real than imaginary numbers. The 1/2

5 years ago | Likes 13 Dislikes 0

names only separate conventions both equally of our own construction (or discovery). 2/2

5 years ago | Likes 9 Dislikes 0

Well i does have enough uses by electricians that they have given it it's own symbol, j, for when they need to use it.

5 years ago | Likes 2 Dislikes 0

"i" don't know what you're talking about...

5 years ago | Likes 1 Dislikes 0

The root of many imaginary problems can start with being negative

5 years ago | Likes 2 Dislikes 0

Some might even say, The Square Root...

5 years ago | Likes 2 Dislikes 0

"i" would agree!

5 years ago | Likes 2 Dislikes 0

All numbers are imaginary. Some numbers are just more imaginary than others.

5 years ago | Likes 2 Dislikes 1

5 years ago | Likes 2 Dislikes 0

You can accomplish the same thing as complex numbers via 2×2 square matrices, but it's gross and if you try to diagonalize them, you get i.

5 years ago | Likes 1 Dislikes 0

What’s the square root of negative one? While you can’t create it or break it down, it does show up in math. So we have to give it a name.

5 years ago | Likes 1 Dislikes 0

42 is the most important number.

5 years ago | Likes 2 Dislikes 0

--edgy algebra 1 gang

5 years ago | Likes 1 Dislikes 0

We didn't invent them, we discovered what the universe was using all along.

5 years ago | Likes 1 Dislikes 0

The author prolly just dosnt understand math and resents those who do.

5 years ago | Likes 15 Dislikes 2

sounds like someone is guilty of creating their own problem and is now crying about it

5 years ago | Likes 4 Dislikes 0

A mistake plus keleven gets you home by 7

5 years ago | Likes 1 Dislikes 0

You mean like the number ferb?

5 years ago | Likes 73 Dislikes 0

Twentington.

5 years ago | Likes 2 Dislikes 0

I need this laugh ?

5 years ago | Likes 2 Dislikes 0

Ferb squared.

5 years ago | Likes 9 Dislikes 0

The multiple of ferb is ferbies......I'll just let myself out.

5 years ago | Likes 2 Dislikes 0

Or that one called zent

5 years ago | Likes 2 Dislikes 0

thats the number between 5 and 6 right? one two three four five ferb six seven eight nine ten

5 years ago | Likes 28 Dislikes 0

You forgot flimp.. one two three four flimp five ferb etc

5 years ago | Likes 6 Dislikes 0

Imaginary numbers just add an abstract dimension to represent things not expressible in a single linear dimension. Like how we need four

5 years ago | Likes 7 Dislikes 2

The complex number plane, with imaginary numbers, is just the Cartesian x-y plane in drag.

5 years ago | Likes 2 Dislikes 0

Dimensions to properly represent 3 dimensional rotations.

5 years ago | Likes 8 Dislikes 2

This going on my odd things people downvoted list

5 years ago | Likes 7 Dislikes 0

Teacher wasn’t happy when I did my imaginary number homework on imaginary paper with an imaginary pen. Other kids thought it funny tho

5 years ago | Likes 5 Dislikes 2

Lol you guys believe in numbers? Next you'll be telling me the earth isn't flat

5 years ago | Likes 1 Dislikes 0

The detailed physics of electricity in conductors and inductors literally can't be explained without the use of imaginary numbers.

5 years ago | Likes 51 Dislikes 1

I mean they can, but they are made much easier by taking it to the s-domain.

5 years ago | Likes 2 Dislikes 1

Hell, Maxwell wrote down the eponymous equations without even using vectors. It's convenient and elegant, but not necessary. [Physics PhD]

5 years ago | Likes 6 Dislikes 0

There are several treatments that explain electromagnetics without complex numbers.

5 years ago | Likes 12 Dislikes 3

What do they use instead?

5 years ago | Likes 5 Dislikes 0

Magic.

5 years ago | Likes 2 Dislikes 0

i=L*dv/dt, v=C*di/dt

5 years ago | Likes 2 Dislikes 0

This is incorrect. Imaginary numbers are an extremely useful mathematical device, but nothing is directly explained by them.

5 years ago | Likes 4 Dislikes 1

This is incorrect. reactive power on AC circuits is mathematically explained with complex and imaginary numbers.

5 years ago | Likes 1 Dislikes 0

My point was that complex numbers don't correspond to any physical entity, as is the case with complex reactive power.

5 years ago | Likes 3 Dislikes 0

But reactive power IS a physical entity. AC induction motors literally don't work without it.

5 years ago | Likes 1 Dislikes 0

In retrospect, I agree with you. I can't say i doesn't exist but minus 1 does.

5 years ago | Likes 1 Dislikes 0

Who’s crying about imaginary numbers? They’re like the easiest thing to deal with

5 years ago | Likes 477 Dislikes 4

Yup, imaginary numbers are the best

5 years ago | Likes 17 Dislikes 0

Mathematician here: complex analysis (advanced stuff with imaginary numbers) is the most beautiful math I've ever seen.

5 years ago | Likes 15 Dislikes 0

i^5=i, and that's my favorite thing ever

5 years ago | Likes 1 Dislikes 0

Sqrt(i*e) is ez apparently

5 years ago | Likes 1 Dislikes 0

They have a tendency of inserting themselves into already challenging problems

5 years ago | Likes 1 Dislikes 0

Clearly haven't taken complex analysis..

5 years ago | Likes 4 Dislikes 1

Eulers identity should be foundational and taught sooner. But I’m an engineer so my opinion doesn’t really matter when it comes to teaching.

5 years ago | Likes 1 Dislikes 0

i

5 years ago | Likes 1 Dislikes 0

Statistician here. Agreed.

5 years ago | Likes 11 Dislikes 0

All numbers are imaginary. They ain't real!

5 years ago | Likes 9 Dislikes 2

That is one mathematical philosophy but not the only one. https://m.youtube.com/watch?v=1EGDCh75SpQ

5 years ago | Likes 2 Dislikes 0

It's all a conspiracy by big arithmetic to sell more calculators

5 years ago | Likes 5 Dislikes 0

They probably suck when you do quantum CPU.

5 years ago | Likes 1 Dislikes 0

They also make hard things easier to deal with, they're basically the best numbers.

5 years ago | Likes 182 Dislikes 0

Circuit analysis would be so much harder without them

5 years ago | Likes 16 Dislikes 0

That's why we imagined them.

5 years ago | Likes 34 Dislikes 0

also we didn't invent mathmatics

5 years ago | Likes 1 Dislikes 0

Didn't we though? Mathematics is our way of measuring things that happen. Mathematics is a scale. The numbers and ideas existed and we made

5 years ago | Likes 3 Dislikes 0

a way to figure it out. Running with the scale idea, humans weighed numbers before we invented scales. Scales just made it understandable.

5 years ago | Likes 3 Dislikes 0

We may have made the symbols and instruments to study math, however the process of things happening is natural. Math was discovered.

5 years ago | Likes 1 Dislikes 0

Dude imaginary numbers are the bees knees

5 years ago | Likes 71 Dislikes 0

Wait bees don’t have kn.....ahh I see what you did there.

5 years ago | Likes 12 Dislikes 0

I dont?

5 years ago | Likes 1 Dislikes 0

Bees’ knees are imaginary.

5 years ago | Likes 5 Dislikes 0

Imaginary friends also

5 years ago | Likes 2 Dislikes 0

My wife has been working on financial math all week for a class and it’s utterly confusing. They have their own special set of rules

5 years ago | Likes 13 Dislikes 2

It’s infuriating that you always have to have a positive and a negative with no logic of why

5 years ago | Likes 12 Dislikes 1

As a data analyst student, I feel this

5 years ago | Likes 5 Dislikes 0

I didn't come across anything like that in my econ classes - what sort of unique rules?

5 years ago | Likes 4 Dislikes 0

So it’s to do with having 5 things, but only 3 of them can be a negative number, and not being sure which.

5 years ago | Likes 1 Dislikes 0

The book is “foundations of finance” “the logic and practice of financial management” by keown, Martin and petty (last names)

5 years ago | Likes 1 Dislikes 0

Without imaginary numbers flight control centres at airports wouldn't work properly. They're necessary and useful!

5 years ago | Likes 3 Dislikes 0

Asian kid with glasses here, I dont understand why someone would cry over such easy things either

5 years ago | Likes 1 Dislikes 0

Cuz 7 8 9. :’(

5 years ago | Likes 53 Dislikes 0

5 years ago | Likes 1 Dislikes 0

F for 9.

5 years ago | Likes 1 Dislikes 0

and i3+8=10

5 years ago | Likes 1 Dislikes 0

Because he is a registered 6 offender

5 years ago | Likes 2 Dislikes 0

7 8 9 because you have to eat 3² meals a day

5 years ago | Likes 28 Dislikes 0

v

5 years ago | Likes 7 Dislikes 0

Finally, someone said something rational.

5 years ago | Likes 8 Dislikes 0

You’re nuts.

5 years ago | Likes 10 Dislikes 5

I’ve yet to see a case where imaginary numbers make things difficult

5 years ago | Likes 17 Dislikes 0

Sure. Multiply two of them.

5 years ago | Likes 2 Dislikes 0

i*i=-1

5 years ago | Likes 3 Dislikes 0

i*i=2i

5 years ago | Likes 1 Dislikes 5

It's always bothered me that we say imaginary numbers but there's really only one.

5 years ago | Likes 3 Dislikes 3

If you're saying there's "one" imaginary number because there's one imaginary unit and infinite multiples thereof, its entirely 1/2

5 years ago | Likes 6 Dislikes 0

equivalent to the idea that there's only one "real" number - one, the unit number - and infinite multiples thereof. 2/2

5 years ago | Likes 6 Dislikes 0

How? If there were only 1 there can't be multiples of 1 because 1x1 is one.

5 years ago | Likes 1 Dislikes 0

The set of imaginary numbers is just the set of real numbers times i, that's what I mean by there's really only one imaginary number.

5 years ago | Likes 1 Dislikes 0

That's exactly my point. You just claimed that the multiple of a number is not a number. That is incorrect.

5 years ago | Likes 4 Dislikes 0

Imaginary, complex, and real are very unfortunate names that have no relation to the underlying concepts.

5 years ago | Likes 243 Dislikes 0

Try Quantum Chromodynamics. Up, Down, Top, Bottom, Charm, Strange...

5 years ago | Likes 1 Dislikes 0

Don't forget surreal and Boolean numbers they look beautiful (i have synthesia and see numbers as colours)

5 years ago | Likes 3 Dislikes 1

Right? I'm an electrical engineer, and imaginary numbers are used to quantity real things in my field.

5 years ago | Likes 13 Dislikes 0

That sounds cool, can you elaborate at all? I’d love to hear how those numbers get used in the world!

5 years ago | Likes 3 Dislikes 0

When doing calculations on circuits that contain components like capacitors and inductors.You end up with a function that might have a

5 years ago | Likes 5 Dislikes 0

Complex solution which contains a real part and a imaginary part.

5 years ago | Likes 4 Dislikes 0

The lesson is that science is bad at naming things

5 years ago | Likes 1 Dislikes 0

Can any mathematicians sin off on this statement?

5 years ago | Likes 36 Dislikes 0

Math major here- types of numbers are poorly named. Complex numbers aren't immediately intuitive, but they're super useful in applied math

5 years ago | Likes 13 Dislikes 0

Systems Engineer here: naming is hard

5 years ago | Likes 7 Dislikes 0

As an RPG player, agreed.

5 years ago | Likes 4 Dislikes 0

I think you misspelled- waitaminute,,,

5 years ago | Likes 2 Dislikes 0

Ya, you could rename the "Real/Imaginary/Complex" number systems as "Regular/Cheesy/Regular-with-Cheese" numbers and be no worse off.

5 years ago | Likes 5 Dislikes 0

Don't worry cos', I see what you did there

5 years ago | Likes 7 Dislikes 0

i

5 years ago | Likes 3 Dislikes 0

"Natural" and "Transcendental" numbers are other poorly named sets. "Rational" and "Irrational" sort of make sense given "ratios."

5 years ago | Likes 3 Dislikes 0

I think the most important thing to realize is that complex numbers are very much part of the physical world — they aren’t just a...

5 years ago | Likes 4 Dislikes 0

mathematical plaything. There’s an i in the Schrodinger’s equation. https://en.wikipedia.org/wiki/Schrödinger_equation

5 years ago | Likes 3 Dislikes 0

I’m just a junior mathematician, so I can only cosine off on it.

5 years ago | Likes 7 Dislikes 0

Math PhD here: the names are singularly unhelpful in understanding what is happening with them.

5 years ago | Likes 34 Dislikes 0

Let's get real: the ideas are complex but the understanding is natural. It might feel imaginary, but mastery is transcendental. Quaternions.

5 years ago | Likes 6 Dislikes 0

Strong finish, there!

5 years ago | Likes 3 Dislikes 0

I always thought they made sense if you start from the reals. With no real solution to root(-1) imaginary isn't a super weird name.

5 years ago | Likes 7 Dislikes 0

But why start from the reals? The reals are the completion of Q wrt |x-y|. And why call Q "rationals", when they're "ratios"?

5 years ago | Likes 3 Dislikes 0

Cause it has ratio in the name

5 years ago | Likes 2 Dislikes 0

Also I don't think they're any worse named than negative numbers, more people are just familiar with them.

5 years ago | Likes 4 Dislikes 0

Then complex numbers are more complicated since they make up a plane rather than a line.

5 years ago | Likes 5 Dislikes 0

The ones I didn't like were counting and whole vs the integers lol. □

5 years ago | Likes 4 Dislikes 0

The reals also form a plane. It's R^2. Any field forms any dimension vector space you want through Cartesian products.

5 years ago | Likes 3 Dislikes 0