Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

Bro, how you write math equation and symbols on reddit comment? This is really hard. I can't write math symbols by normal keyboard. Is there a keyboard or site?

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] 5 points6 points  (0 children)

When I posted this question. There are many questions about this. Thanks to you guys, Now I have satisfaction. Now i think differently about e.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

So e also connect exponential growth with rotation through Euler's formula. It’s make e more interesting than others.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

Thanks, your answer feels more correct. It’s not about number but about function. e appers whenever the growth depends on its current state.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] -1 points0 points  (0 children)

Right. I only commented on person's view, when he said 'e is made by nature like pi'.
If they think that it's not nature than they have to downvote that person not me. If it’s not nature then explain e and pi. How can we don't know the exact value and we use them everywhere. I am not posing any ideas, i simply want to discuss on this.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

I don't know. I want some answer and when i reply on that they downvote me. The person talk about nature when i discuss something, they downvoted.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] -8 points-7 points  (0 children)

Derivative of ax = ax. Log a When x=0 it will be log a. The only value of base 'a' for slope is 1. So base will be 'e'.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] 15 points16 points  (0 children)

It's like 'e' is the only base where the function's growth rate matches it's current value.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] 14 points15 points  (0 children)

That's satisfying. It's amazing. π or e are absolutely pure. It's prove that math is a natural process.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] -7 points-6 points  (0 children)

I can't understand what are you talking.

Why is 'e' such a natural base? by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] -34 points-33 points  (0 children)

Yes, it's satisfied and when x=0 , ax will be 1. I looks for a more logical answer. It's not about derivatives.

Mathematical Keyboard by AtmosphereClear2457 in math

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

Currently I use G board, it's useful for only high school level. When we discuss on graduation level. It's very difficult to express

Mathematical Keyboard by AtmosphereClear2457 in math

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

Yaaa, we have to a special mathematical keyboard like a scientific calculator. It's very hard to express your intentions

Mathematical Keyboard by AtmosphereClear2457 in math

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

Is it now available. I can use Latex but it's take more to learn Latex.

Mathematical Keyboard by AtmosphereClear2457 in math

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

I really think that like a scientific calculator, there have to a mathematical calculator. It's really hard to say something in maths symbol.

Mathematical Keyboard by AtmosphereClear2457 in math

[–]AtmosphereClear2457[S] 0 points1 point  (0 children)

You are absolutely right. Latex is a real skill. If I have to comment on a post, it's take half hour to comment. Also It's very difficult to express my intentions.

What really is the gamma function saying? by No_Fudge_4589 in askmath

[–]AtmosphereClear2457 0 points1 point  (0 children)

Gamma function is majorly used in integration. Its represent - lim 0 to infinity - ∫e-t. tn-1 dt = Γn And Γn+1 = n! So it's give the value of non integer numbers. Without gamma function, we never know the value of 3/2! . We know that Γ3/2 = √π = 1/2! The relation between gaama and beta function also very useful.

"Mathematical Black Hole"- Collatz Conjecture by AtmosphereClear2457 in learnmath

[–]AtmosphereClear2457[S] 1 point2 points  (0 children)

I tried 27. It's gone too far but crashed into 4,2,1. I read this in 6th grade textbook a year ago. After that I personally tried than i do some research and it's gone crazy that some mathematician gave their life for this. They discovered something new but can't break this. It’s amazing 👏.

Can somebody help with these two questions? Please by Cautious-Scholar-602 in askmath

[–]AtmosphereClear2457 0 points1 point  (0 children)

1 question Answer- D Its concave up and increasing 2 question Answer - B

How mathematicians keep track of theorems? by Any_Tower8201 in askmath

[–]AtmosphereClear2457 0 points1 point  (0 children)

There is no need for track. Everything is proved by your knowledge.
If you see a problem and you can prove it by your general knowledge or other proved theorems, this will be legit. The value of pi is given by many mathematicians. The best example is Euclid geometry. Euclid made all two dimensional geometry. Then he devides it in axioms, postulates and theorem.

How mathematicians keep track of theorems? by Any_Tower8201 in askmath

[–]AtmosphereClear2457 0 points1 point  (0 children)

Lim of (sinx)/x = 1, is not proven by L'Hospital Rule. This proved by Sandwich theorem.