Wednesday, March 31, 2021

An equation

 Based on my earlier post, I further modified and obtained this equation.

I hope you like this one. Have a nice day, dear blog readers !!

I have made a one to one correspondence for the above. To me there seems to be enough mathematics still to it. And (3n+1)(3n+3) is so close to (3n+1)(3n+2). 


What are your views ?




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4 comments:

  1. Kirtivasan GanesanApril 3, 2021 at 6:33 AM

    I have made Kirtivasan transform !!

    ReplyDelete
  2. Kirtivasan GanesanMay 28, 2021 at 5:58 AM

    Well there is another very interesting discovery I made. On the above problem. The above problem involves "3 consecutive numbers and 4 consecutive numbers " theory. Yes. It does. Is it not amazing?

    ReplyDelete
  3. Kirtivasan GanesanMay 28, 2021 at 7:36 PM

    If you look at it the paper on "Rational number series " has given
    1. Golden ratio equations
    2. Pi formulas
    It feels great.

    ReplyDelete
  4. Kirtivasan GanesanJune 1, 2021 at 5:15 AM

    I feel it is a big one.
    Pi in terms of 3 and 4 consecutive numbers. Isn't it great.
    Moreover there is already a golden ratio expression in 3 and 4 consecutive numbers.
    The concept is simple too.

    ReplyDelete