Fifth golden ratio infinite series

 I hereby present the fifth golden ratio infinite series expression.

Hope you have a nice day !!

Fourth Golden ratio infinite series

I have made the fourth golden ratio infinite series. The first three golden ratio infinite series are already made into blog post and posted earlier.

This blog post is of the fourth infinite series of golden ratio.

Many may say that these are not of golden ratio. I disagree with them. All the infinite series of golden ratio of mine do exhibit golden ratio properties. They may not be half plus root five by two as such; but certainly are maybe 3/2 plus root5 by two or such equations. 

All the infinite series of mine of golden ratio do exhibit golden ratio properties. They may not have a beauty of 1,1,2,3,5,8,13, . . . . . . .  or 1+1/(1+1/(1+1/(1+1/(1+ . . . . . . ; but they are good only.

Have a nice day !!

Yours delightfully

I got two expressions for root 2. And that is a matter of great delight for me.

First things first. Here are the two expressions for root 2.

Root 2 is important for everyone. Each one of us is standing on two feet balancing in gravity. How does a man stand on his feet? As a child he gained many things from his parents, relatives, friends and neighbors due to "favorable field" of environment. How to stand, speak, body language etc. etc.

Gauss was possibly the greatest mathematician. He was greater than Euler. And he rejected the paper of Niels Henrik Abel stating that it is a work of a crank. I do believe that he was better than Euler in many respects. However, I like Abel so much that I dislike Gauss rejection of Abel's paper. In fact history say that Abel's work in the paper was correct and his work on impossibility of solving quintic equations is a paper of great worth.

Anyways.

Gauss discovery of Gauss constant G is an incomparable genius. The highest point in a distribution mapping. 

G is observed in many phenomenon.

That's all for now folks. Have a great day !!

Basic five binomials with consecutive numbers

I have made basic five binomial statements. Two have been added just now. The older three, I had already made blog posts of.

These basic five can be expanded and used in many ways. Can be made into problems too.

I hope you like them

Have a very nice day !!

A new binomial expression

I am a semi-government servant.  I fulfill Modi Bharati wishes. 

Here is a binomial expression which is great,  I feel. Here we go.

Suprabhatham Bharati Putrajaya.

A New Expression

 A few years back I had submitted the following expression

Today I am submitting another expression based on above

Kindly check the above for correctness before believing the above to be the truth.

Have a very nice day !!

Possible big theory here too

 In my earlier blog post, I showed Wolfram results for 3 consecutive numbers and wrote about a possible big theory.

In this blog post,  I am sharing Wolfram results for 4 consecutive numbers. 

Hope you all have a nice day!!