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I think you're asking about powers of ten, not multiples of ten. In whole numbers, the place values as they increase from right to left are: ones, tens, hundreds, thousands, ten-thousands, hundred thousands, millions, ten-millions, hundred millions, billions, ten-billions, hundred billions, trillions...

Each place value increases by another power of ten:

Place Value Power of ten

ones 10 to the zero power

tens 10 to the first power

hundreds 10 to the 2nd power (10 squared)

thousands 10 to the 3rd power (10 cubed)

ten-thousands 10 to the 4th power

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Q: What is the multiple of ten telling how much a digit represents?

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Without putting too much thought into it, you can just try dividing your two digit number by each and see if you come up with a whole number. One digit numbers you can skip are 0, 1, 4, 6, 8, and 9.

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No. There's no two digit numbers that could do this. The largest two digit number is 99. If you add 99 to itself, you only get 198, which is much smaller than a four digit number.

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It is not known how much Kate Gosselin was paid for her book, Multiple Blessings. Kate wrote the book Multiple Blessings in 2008.

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It determines how much that digit is worth. See this article on place value. http://www.aaamath.com/plc.htm

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The answer depends on A. If it is a number in which the place value of each digit is ten times the place value of the digit to its right then the number is the decimal.

really there is no telling

by telling them in a letter.

Imagine a decimal number, for example, 123 (hundred and twenty-three). Each digit has a corresponding place-value; the right-most digit has the place-value 1, the next digit (counting from the right) has the place-value 10, the next digit hast eh place-value 100. The right-most position (where the digit "3" is in this example) is in the position of least value - the least significant position. When several bits represent an integer, the situation is the same, except that the numbers are in base-2 instead of base-10 (each position is worth twice as much as the position to the right). But you still have the concept of place-value, and the digit that represents the 1's position is the "least significant bit".

It might be 1812. I don't exactly know. well, acctually it can not be 1812 because...the year is a multiple of 10 and the tens digit is twice as much as the hundreads place

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