Recent content by Antuan

I think the best formula devised to explain this number phenomena was given to me by a friend in the following manner: let M be the number of digits of A, and N be the number of digits of B. AB = A*(10^N) + B = A*(1 + 10^N - 1) + B*(1 + 10^M - 10^M) = (B*10^M + A) + A*(10^N - 1) - B*(10^M...

I see your point, but I still think it should happen somewhere WITHIN infinity and not specifically “on infinity”, thus shouldn't we try to find p with a variable such as "n-x" since n NEVER reaches (or equals) infinity? Instead n-x would simply mean “given enough time” or “in due time”, where...

I agree it’s very interesting. If you’d like to see some more information on this check out a previously thread called “Dissected Number Law”. Numbers 9 and 11 are key in this sort of arithmetic phenomena. https://www.physicsforums.com/showthread.php?t=248279

Interesting thought. I think Bayes personally would love to join in on this conversation. I liked that you used the word "necessity" and it brings lots of thoughts or questions into mind. Who's necessity? Suppose we had a raffle with nine numbered balls inside and after a good random shake...

I see Kuahji's original question has a mathematical and philosophical dual character. I guess this can happen with all concepts that imply infinity. That's the beauty of it. I would say that the best answer yet to his question has been given by BoTemp. It seems logical that given...

For initial V you only need: initial V = (X - initial X) / t For maximum height (you are asking for final y, where initial y=0, and initial V=0) : y = (4.9m/s^2) (t^2) Finally, angles are found using Pythagoras theorem or sen, cos, and tan famous equations. Review your...

Alpha, I would certainly like to personally thank you and keep your contact in some way, my email is gabstudio@gmail.com and for anybody that would like to personally make any comments, you are all welcomed.

Ok. Now that Alphachapmtl has contributed with his ideas, I can now show a simple example in plain algebra of how we can have fun with the "dissected number phenomena" demonstrating just one of its conclusions. Here it goes: (Y + Y/10^n) (X/(10^n) - X) / (Z/(10^2n) - Z) = (Y/10^n) (X/10^n)...

Beautiful ! Alphachampmtl, it has been a pleasure to experience your talent.

You did it ! That's fantastic Alpha ! Now THATS what I'm talking about...real algebra ! Just one last thing...What modification should that equation have for it to define another variable, say Z, such that it represents the last half of the digits that compose any integer Y ? like in your...

Thanks Alpha, but could you add an example, say Y=4356 ... ...please pluck the numbers in your equation and demonstrate how it works...

Does anybody know how to describe with algebra a number X such that it represents the first half of the digits that compose any integer Y ? For examp. let's say Y=3245 then X should be 32. Could you make such a formula that applies to all numbers ? *Please, without extrange...

If anyone could find a pattern in the following sequence, maybe we could find a pattern for prime numbers... -8 -1 -7 2 -4 3 1 -3 2 -4 5 -1 6 4 -2 5 -1 2 0 -2 -6 -8 -2 -6 0 -6 -8 -8 0 -6 -2 -6 -2 -8 0 0 -2 -6 -8 1 -1 -5 -7 -1 -7 1 1 -5 -1 -7 1...

I don't see the connection. So what would be your general formula for any positive integer X defined with this concept ? i.e., considering X a number composed of two parts...X = ? REMEMBER ALL POSITIVE INTEGERS CAN BE REDEFINED THIS WAY: 93 = 9 (9-3) + 39 PLUS WE COULD ALSO...

Your proof is nice, but could a more conventional mathematical proof be provided ?