worlds population was 3,559,028,982 people. When this number is written in expanded form using exponents, one power of 10 would not be represented. Which Power of 10 and Why?
the 100,000th place
You could write all of them, but many folks don't write 100 Why? because it is 1.
world population of 3,559,028,982. when written in expanded form, one power of 10 would not be reprented.
To find out which power of 10 is missing when the world's population, 3,559,028,982, is written in expanded form using exponents, we need to analyze the number.
When a number is written in expanded form using exponents, it is represented as a multiplication of a coefficient and a power of 10. For example, 5,000 can be written as 5 * 10^3, where the coefficient is 5 and the power of 10 is 3.
Let's analyze the given number, 3,559,028,982.
If we start from the leftmost digit and count the number of digits until the rightmost digit, we find that the number has 10 digits. This means the number can be represented as:
3,559,028,982 = A * 10^9
However, in this form, one power of 10 is missing. To determine which power of 10 is missing, we need to subtract 1 from the exponent. In this case, it becomes:
3,559,028,982 = A * 10^(9-1) = A * 10^8
Therefore, when 3,559,028,982 is written in expanded form using exponents, one power of 10 that is not represented is 10^8.