My message

Here is the formulas made on 4.666

And the most latest 2n factorial used and blogged in earlier blog.

Calculating 4.73715 ! with only sigma operation

Here is how one can calculate 4.73715! with my formulas.

I came to know only yesterday using Math GPT. That is height of 'Agyaanatha'. It may not be necessary to use integrals for decimal factorial calculations.

Have a nice day !!

Two results in recent times

 I made two expressions in recent times. One more golden ratio formula. And one n! formula.

Golden ratio formula

n! formula

These I have made in recent few days. I hope you like the above expressions.

Have a nice day !!

My mother and I

I am staying with my mother here in Ranchi. 

She has been staying here with me since 2017. I was transferred to RDCIS,  Ranchi in 2016. 

She was helping me with food and managing the quarters we live in. But currently she is under medicine . It may probably take a month for her to become better.

Currently we are managing food from SAIL mess here in Ranchi. SAIL has good facilities and SAIL staff are helpful. 

Have a nice day, my blog friends. 

My complete 4.666 expressions

Here is what I did

Integral at n = 33.333 (proposed. This formula is okayish if we replace 33.333 by numbers from 5 to 50. The factorials between 10 and 100 can be calculated.)

Actual value of 66.666! ((2*33.333)!)

These are the complete statements on 4.666 thing that I blogged about two days back.

This finishes on 4.666 number.

The results for 212 with a bigger polynomial correction.

Do aur do paanch (2+2=5)?

In earlier times people were indiscriminately using negatives of numbers and came up with statements like 2+2=5.

Also during those days mathematicians were contemplating of root of minus 1.

Maclaurin had come up with infinite series of sin(x), cos(x) and also log(x). These do not require 0 factorial (0!). Maclaurin could have managed without 0!.

Euler took upon his shoulders the 0!. He also introduced i, the complex number which is root of minus 1. The e constant was born.

"External " binomial expressions (a+b)^n were made by Newton. Newton used his thumb as 1, as a right triangle and also placed it in ground indicating use of gravity. Three things Newton used his thumb for. He was a super human. 

Newton's mathematics were spread on all the  areas where the "sun never sets".

X=0 is a sin in mathematics.  What to say of polynomials equated to 0. Personally I was looking out for m squared minus m minus 1 sorts of expressions but rarely equated them to zero in mind.

I hope my sins are forgot. 

Drawing books I wish to buy

In mathematics I wish to learn partial sums and hypergeometry. 

My feelings for expressing myself and nature surrounding us is over. With my earlier blog post.

I wish to buy the following books on drawing.