Skip to main content

The Black Hole Number 123

You might have heard the term black hole. A black hole is a region of spacetime where gravity is so strong that even light or electromagnetic waves cannot escape it.

In Mathematics, the number 123 is called the black hole number.

Let’s understand this amazing concept in detail.

The Procedure

Step 1: Consider any number.

Step 2: Count the number of even digits.

Step 3: Count the number of odd digits.

Step 4: Count the number of total digits.

Step 5: Consider the number ("even" "odd" "total") obtained in the n iteration.

Step 6: Repeat the steps (Step 1 to Step 5) after every iteration until you get the number ("even" "odd" "total") as 123.

Note: If you repeat the steps (Step 1 to Step 5) even after getting the number 123, you will obtain the same number i.e. 123 after every iteration.

Example

First Iteration

Step 1: Number 1234567890.

Step 2: Number of even digits = 5.

Step 3: Number of odd digits = 5.

Step 4: Number of total digits = 10.

Step 5: The number ("even" "odd" "total") obtained in the first iteration is 5510.

Step 6: As the number obtained in the first iteration is not 123, therefore you need to repeat the steps (Step 1 to Step 5).

Second Iteration

Step 1: Number 5510.

Step 2: Number of even digits = 1.

Step 3: Number of odd digits = 3.

Step 4: Number of total digits = 4.

Step 5: The number ("even" "odd" "total") obtained in the second iteration is 134.

Step 6: As the number obtained in the second iteration is not 123, therefore you need to repeat the steps (Step 1 to Step 5).

Third Iteration

Step 1: Number 134.

Step 2: Number of even digits = 1.

Step 3: Number of odd digits = 2.

Step 4: Number of total digits = 3.

Step 5: The number ("even" "odd" "total") obtained in the third iteration is 123.

Step 6: As the number obtained in the third iteration is 123, therefore you do not need to repeat the steps (Step 1 to Step 5).

As I already said, if you repeat the steps (Step 1 to Step 5) even after getting the number 123, you will obtain the same number i.e. 123 after every iteration.

Let's check.....

Fourth Iteration

Step 1: Number 123.

Step 2: Number of even digits = 1.

Step 3: Number of odd digits = 2.

Step 4: Number of total digits = 3.

Step 5: The number ("even" "odd" "total") obtained in the fourth iteration is 123.

Hope you have understood this amazing concept of the black hole number 123. You can try yourself using other number. In case of any query, please feel free to provide your valuable comments.

Comments

Post a Comment

Popular posts from this blog

The Number 1.6: Base of Fibonacci Sequence and the Golden Ratio

This post is about the number 1.6 that forms the base of the mathematical concepts Fibonacci sequence and the Golden ratio. For better understanding of this amazing number 1.6, it is important to know about Fibonacci sequence and the Golden ratio. Golden Ratio The  Golden ratio is the ratio of a line segment cut into two pieces of distinct lengths such that the ratio of the longer segment to the shorter segment is equal to the whole segment to that of the longer segment. It is denoted by the symbol Phi [ø]. Suppose there is a line segment AB, and C is any point that divides the line segment AB into two pieces of distinct lengths such that AC is greater than CB. Then, as per the definition, [ø] = AC/CB = AB/AC. The value of the Golden ratio [ø] is 1.6 1803398875 . As you can see, the value of the Golden ratio starts with the number 1.6. For more information on the Golden ratio, see https://theamazingconcepts.blogspot.com/2021/07/the-golden-ratio-key-to-amazing-design....

Kaprekar Constant 6174 for Four-digit Number

Dattatreya Ramchandra Kaprekar (D. R. Kaprekar; 1905 – 1986) was an Indian mathematician who discovered several classes of natural numbers including Kaprekar Constant. The number 6174 is called Kaprekar Constant for four-digit number. Why is the number 6174 called Kaprekar Constant? In 1949, D. R. Kaprekar discovered an interesting property of the number 6174 through the mathematical calculations. D. R. Kaprekar observed that when any four-digit number of non-identical digits (not all digits are same) is arranged in two parts – highest number and lowest number, and difference is calculated using subtraction method, then the end-result will be always 6174 either in the first step or in no more than 7 steps. If the process is continued even after getting the end-result 6174, then the end-result will be always 6174 at each Iteration, therefore the number 6174 is known as Kaprekar Constant. Steps to Follow Take any four-digit number with different digits. Form the highest nu...

Universe Secret Code 369 Theory

When it comes to the origin of the universe secret code 369 theory, one name associated with this amazing concept is ‘Nikola Tesla’. Nikola Tesla [10 July 1856 – 07 January 1943] was not only a great inventor / scientist, but also the greatest mind of all the time. He has done a plenty of research throughout his life, and highly recognized for his contributions towards the following : High Voltage, High Frequency Power Experiments Alternating Current (AC) Electricity Supply System Apart from the above-mentioned contributions, he has given ‘Universe Secret Code 369 Theory’ and has called the number 369 – the key to the universe. Now the question that will come to the curious minds is that why Nikola Tesla has called this number the key to the universe. The answer to this question is described in this post. Let start with a specific pattern as shown below: 1 1 + 1 => 2 2 + 2 => 4 4 + 4 => 8 8 + 8 => 16; 1 + 6 => 7 16 + 16 => 32; 3 + 2 => 5 >>>>>>...