The best way to infinite numbers

In summary, the best way to get the next zero in a number into infinity is to use the 9s universal pattern. This pattern only works when using numbers that start with 1-9 and have an infinite amount of zeros after. To achieve this pattern, multiply the number by 9 and then add the number again. This can be seen in examples such as 9*1+1=10, 9*2+2=20, 9*9+9=100, 9*30,000=270,000, +30,000=300,000. This pattern is easy to understand and can be compared to multiplying a number by 10 by adding it to itself 10 times. The
  • #1
chosenone
183
1
the best way to get the next zero in a number on into infinity is to us the 9 its universal.the pattern only works when you use only numbers that start with one number 1-9 and infinite zeros after.soso it goes like this, nine times a number then plus the number again.9*1+1=10,9*2+2=20,9*9+9=100,9*30,000=270,000,+30,000=300,000.you see the patten and that is all she wrote!
 
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  • #2
sorry ... but who is "she" ?
The pattern you wrote is extremely easy ! (i don't see the weird thing about it)
Multiplying a number by 10 means adding it to itself 10 times.
Multiplying a number by 9 means adding it to itself 9 times.
So if you multiply X by 9 then add X to it, it is just like if you multiplyed it by 10 from the first place.
Here is a smaller example :
On the same basis, if you multiply any number by 2 then add itself, it is just like multiplying by 3 from the first time.
1+1+1=(2*1)+1=3*1
2+2+2=(2*2)+2=3*2
X+X+X=(2*X)+X=3*X

Same for your pattern.
Or maybe i am missing something ...
 
  • #3


While this method may work for some numbers, it is not a reliable or accurate way to generate infinite numbers. This method only works for numbers that follow a specific pattern and cannot be applied to all numbers. Additionally, using the number 9 as a universal multiplier is not a proven or established mathematical concept. It is important to use established mathematical principles and techniques to generate infinite numbers, rather than relying on a specific pattern or number.
 

1. What is the concept of infinite numbers?

The concept of infinite numbers refers to numbers that have no end or limit. These numbers can continue on forever without reaching a final value.

2. Is there a largest infinite number?

No, there is no largest infinite number. As the concept of infinite numbers suggests, they have no end or limit, so there is always a number larger than any given infinite number.

3. What is the best way to represent infinite numbers?

The best way to represent infinite numbers is through mathematical notation, such as using the symbol ∞ (infinity) or expressing the number as an unending decimal, such as 1.333... or 0.999...

4. Can infinite numbers be used in practical applications?

Yes, infinite numbers can be used in practical applications, such as in calculus or in computer science algorithms. They are also used in theoretical mathematics to explore concepts and theories.

5. What is the difference between countable and uncountable infinite numbers?

Countable infinite numbers refer to numbers that can be counted, such as the set of natural numbers (1, 2, 3, ...), while uncountable infinite numbers cannot be counted and are represented by real numbers on a number line, such as between 0 and 1.

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