What is after a decillion?
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Zoe Davis
Studied at the University of Barcelona, Lives in Barcelona, Spain.
As an expert in the field of mathematics and numerical terminology, I am well-versed in the vast scale of numbers that extend far beyond the commonly used figures in everyday life. When we delve into the realm of large numbers, we encounter a sequence of terms that are part of the long scale and short scale systems of naming numbers. The sequence you've mentioned, which includes trillion, quadrillion, quintillion, sextillion, septillion, octillion, nonillion, and decillion, follows a specific pattern that continues beyond the decillion.
In the English-speaking world, the naming of numbers is often based on the short scale system, where the word "thousand" is used as a base multiplier. However, when we surpass the number "billion," there is a divergence in naming conventions between the short scale and the long scale systems. In the short scale, which is predominantly used in the United States, the sequence continues with "trillion" as a quadrillion (1,000,000,000,000,000), and then continues with quadrillion, quintillion, and so on, each increasing by a factor of a thousand.
The term "decillion" in the short scale system represents \(10^{33}\), which is one followed by thirty-three zeros. After "decillion," the sequence in the short scale system continues with "googol," which is a 1 followed by one hundred zeros, and is not part of the standard naming convention for numbers beyond decillion. However, for the sake of providing a comprehensive answer, let's explore what comes after "decillion" in the context of the long scale system, which is more consistent and less prone to confusion.
In the long scale system, which is used in many European countries and in mathematical contexts, the progression of large numbers follows a more systematic approach. After "decillion," the sequence continues with:
1. Undecillion - \(10^{36}\)
2. Duodecillion - \(10^{39}\)
3. Tredecillion - \(10^{42}\)
4. Quattuordecillion - \(10^{45}\)
5. Quindecillion - \(10^{48}\)
6. Sexdecillion - \(10^{51}\)
7.
Septendecillion - \(10^{54}\)
8.
Octodecillion - \(10^{57}\)
9.
Novemdecillion - \(10^{60}\)
10.
Vigintillion - \(10^{63}\)
Each of these terms increases by a factor of ten trillion (or \(10^{12}\)) from the previous term. This pattern continues indefinitely, with each new term representing an increase of ten trillion over the last.
It's important to note that the disparity between each of these numbers is indeed vast. When visualized on a bar graph, the differences between them can be so significant that the earlier numbers might barely register, as you've mentioned in your reference. This is due to the exponential nature of these numbers, where each term represents a tenfold increase over the previous one.
In conclusion, while the term "googol" is sometimes used to describe a 1 followed by one hundred zeros, it is not part of the standard sequence that follows decillion in the naming of numbers. Instead, the long scale system provides a more structured and consistent naming convention, with undecillion being the next term after decillion, followed by duodecillion, and so on, each increasing by a factor of \(10^{12}\).
Now, let's proceed with the translation into Chinese.
In the English-speaking world, the naming of numbers is often based on the short scale system, where the word "thousand" is used as a base multiplier. However, when we surpass the number "billion," there is a divergence in naming conventions between the short scale and the long scale systems. In the short scale, which is predominantly used in the United States, the sequence continues with "trillion" as a quadrillion (1,000,000,000,000,000), and then continues with quadrillion, quintillion, and so on, each increasing by a factor of a thousand.
The term "decillion" in the short scale system represents \(10^{33}\), which is one followed by thirty-three zeros. After "decillion," the sequence in the short scale system continues with "googol," which is a 1 followed by one hundred zeros, and is not part of the standard naming convention for numbers beyond decillion. However, for the sake of providing a comprehensive answer, let's explore what comes after "decillion" in the context of the long scale system, which is more consistent and less prone to confusion.
In the long scale system, which is used in many European countries and in mathematical contexts, the progression of large numbers follows a more systematic approach. After "decillion," the sequence continues with:
1. Undecillion - \(10^{36}\)
2. Duodecillion - \(10^{39}\)
3. Tredecillion - \(10^{42}\)
4. Quattuordecillion - \(10^{45}\)
5. Quindecillion - \(10^{48}\)
6. Sexdecillion - \(10^{51}\)
7.
Septendecillion - \(10^{54}\)
8.
Octodecillion - \(10^{57}\)
9.
Novemdecillion - \(10^{60}\)
10.
Vigintillion - \(10^{63}\)
Each of these terms increases by a factor of ten trillion (or \(10^{12}\)) from the previous term. This pattern continues indefinitely, with each new term representing an increase of ten trillion over the last.
It's important to note that the disparity between each of these numbers is indeed vast. When visualized on a bar graph, the differences between them can be so significant that the earlier numbers might barely register, as you've mentioned in your reference. This is due to the exponential nature of these numbers, where each term represents a tenfold increase over the previous one.
In conclusion, while the term "googol" is sometimes used to describe a 1 followed by one hundred zeros, it is not part of the standard sequence that follows decillion in the naming of numbers. Instead, the long scale system provides a more structured and consistent naming convention, with undecillion being the next term after decillion, followed by duodecillion, and so on, each increasing by a factor of \(10^{12}\).
Now, let's proceed with the translation into Chinese.
2024-05-12 03:02:13
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Works at the World Health Organization, Lives in Geneva, Switzerland.
The disparity between trillion and the final two numbers, quadrillion and quintillion, in fact, is so great that they barely register on the bar graph. ... Those numbers, in ascending order, are sextillion, septillion, octillion, nonillion, and decillion.Dec 9, 2014
2023-06-19 08:54:31
Amelia Hall
QuesHub.com delivers expert answers and knowledge to you.
The disparity between trillion and the final two numbers, quadrillion and quintillion, in fact, is so great that they barely register on the bar graph. ... Those numbers, in ascending order, are sextillion, septillion, octillion, nonillion, and decillion.Dec 9, 2014
