A googolplexplex.
A googolplex is defined as (10^{\text{googol}}), where a googol is (10^{100}). The number that comes immediately before a googolplex is (10^{\text{googol}} - 1). In numeric terms, this is a 1 followed by a googol (100 zeros) minus one, resulting in a number with a very large number of digits.
60 googolplex seconds
A googolplex is defined as (10^{\text{googol}}), where a googol is (10^{100}). Therefore, a googolplex can be expressed as (10^{10^{100}}). When you multiply a googolplex by itself, you get ( (10^{10^{100}}) \times (10^{10^{100}}) = 10^{10^{100} + 10^{100}} = 10^{2 \times 10^{100}} ). Thus, a googolplex times a googolplex equals (10^{2 \times 10^{100}}).
A googolplexplex is defined as (10^{\text{googolplex}}), where a googolplex is (10^{\text{googol}}) (and a googol is (10^{100})). The term that comes after a googolplexplex is not standardized, but one possible name could be "googolplexplexplex," which would be (10^{\text{googolplexplex}}). This naming convention follows the pattern of adding "plex" for each additional layer of exponentiation.
googolplex googol = 1100 googolplex = 1googol
The largest real number that has been named is googolplex. What about 10^googolplex or googolplex^googolplex? The answer comes from the theory of non-computable functions. Scott Aaronson from MIT has a brilliant essay about it. See below for related link
A googol one, googol two, googol three, ...
A googolplex is defined as (10^{\text{googol}}), where a googol is (10^{100}). The number that comes immediately before a googolplex is (10^{\text{googol}} - 1). In numeric terms, this is a 1 followed by a googol (100 zeros) minus one, resulting in a number with a very large number of digits.
googolplex is 10 to the googol power, which is 1 followed by a googol number of zeros. The next whole number is googolplexs plus 1. There are no official names beyond a googolplex, however; some have suggested googolduplex for 10 to the googolplex power, and you can keep going until infinity, the highest possible number
1000000000000000000000000000000000000000000000000000000000000
Yes, googolplex is a number.
60 googolplex seconds
Quadrillion comes after trillion. You can review the list, below, and discover all the names of large numbers up to the family of googolplex numbers.
A googol is 10^100, and a googolplex is 10^googol, which is 10^(10^100). So, googolplex raised to the power of googolplex would be (10^(10^100))^(10^(10^100)). This can be simplified to 10^(10^100 * 10^(10^100)), which is an incredibly large number with 10^10000 digits.
A googolplex is defined as (10^{\text{googol}}), where a googol is (10^{100}). Therefore, a googolplex can be expressed as (10^{10^{100}}). When you multiply a googolplex by itself, you get ( (10^{10^{100}}) \times (10^{10^{100}}) = 10^{10^{100} + 10^{100}} = 10^{2 \times 10^{100}} ). Thus, a googolplex times a googolplex equals (10^{2 \times 10^{100}}).
A googolplexplex is defined as (10^{\text{googolplex}}), where a googolplex is (10^{\text{googol}}) (and a googol is (10^{100})). The term that comes after a googolplexplex is not standardized, but one possible name could be "googolplexplexplex," which would be (10^{\text{googolplexplex}}). This naming convention follows the pattern of adding "plex" for each additional layer of exponentiation.
googolplex googol = 1100 googolplex = 1googol