Question

In the number 222, how many times larger is the value of the digit in the tens place than the value of the digit in the ones place?

Answer 1

In the number 222, the tens place value is ten times larger than the ones place value. The tens digit represents 20 (2 x
`10^1`), while the ones digit represents 2 (2 x
`10^0`), showing the powers of ten relationship in our numbering system.

Step-by-step explanation:

In the number 222, the value of the digit in the tens place is ten times larger than the value of the digit in the ones place. This is because in our powers-of-ten notation, each place in our numbering system is ten times greater than the place to the right of it. Since the tens place represents 20 and the ones place represents 2, we see that 20 (tens place) is 10 times greater than 2 (ones place).

Here's how the place value works: The first digit to the left of the decimal point is in the ones place, the second is in the tens place, and so on, meaning they represent 100, 101, respectively. In exponential terms, the '2' in the tens place of the number 222 stands for 2 x 101, or 20, while the '2' in the ones place stands for 2 x 100, or 2. Consequently, based on the power of the exponent, we can determine the relative value of each digit.

Answer 2

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