what number is (10^2)^8 on a number line
To find out what number (10^2)^8 represents on a number line, we need to calculate the value of (10^2)^8 first.
Using the exponentiation rule, we can rewrite (10^2)^8 as 10^(2*8) = 10^16.
10^16 is an extremely large number and cannot be accurately represented on a regular number line due to its size. However, we can understand that it is significantly larger than any number we commonly encounter.
Thus, (10^2)^8 is a very large number that lies far to the right on the number line, way beyond any value that we typically associate with numbers.