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A Decillion Sided Shape Is A "Infinihedfronihecatetradron" Its Long, How?
You could say "ten to the thirty-three". There are names for this, depending on what country you're in: one decillion or one quintilliard. The scientific notation is less ambiguous for these types of numbers. See related link.
3,000,000,000,000
1,000,000,000,000
No. These are the 'illion' numbers: Million, billion, trillion, quadrillion, quintillion, sextillion, septillion, octillion, nonillion, decillion, undecillion, duodecillion, googol and googolplex.
After decillion, we have undecillion. After that, we have duodecillion. There are many large to list! See the list of numbers, which include some numbers after decillion at the link:
1 decillion multiplied by 1 thousand= 1 undecillion 1 decillion multiplied by 1 million= 1 duodecillion Many more are listed in the Wikipedia article "Names of Large Numbers."
99
Strictly limiting ourselves to powers of 1000, the five next numbers higher than a decillion are an undecillion, a duodecillion, a tredecillion, a quattuordecillion, and a quinquadecillion.
2 decillion
The number that comes after nonillion is nonillion one. Or, if you want the order of numbers, decillion.
Undecillion 1DECx1000
To write **90,000,000,000,000 Decillion Decillion Decillion**, we need to understand the naming conventions for large numbers. **Decillion** is defined differently in the short scale and long scale: **Short scale (used in the US and modern British English):** 1 Decillion = (10^{33}) **Long scale (used in older British and European systems):** 1 Decillion = (10^{60}) **Decillion Decillion Decillion** means multiplying by Decillion three times: In the **short scale**, this is (10^{33} \times 10^{33} \times 10^{33} = 10^{99}). In the **long scale**, this is (10^{60} \times 10^{60} \times 10^{60} = 10^{180}). Multiply by 90,000,000,000,000 ((9 \times 10^{13})): In the **short scale**, the final number is (9 \times 10^{13} \times 10^{99} = 9 \times 10^{112}). In the **long scale**, the final number is (9 \times 10^{13} \times 10^{180} = 9 \times 10^{193}). Final Answer: **Short scale:** (9 \times 10^{112}) (90 tredecillion) **Long scale:** (9 \times 10^{193}) (90 trigintillion)
A Decillion Sided Shape Is A "Infinihedfronihecatetradron" Its Long, How?
decillion
It does not look like anything since it is not a number!
A decillion dollars is an almost unimaginable amount of money, with 33 zeros after the 1. It would be virtually impossible for physical cash to represent this amount, as it would far exceed the value of all the wealth in the world. It's more a theoretical concept than a practical sum.