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The digit of 0 represents the hundreds place

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Q: What number represents the digit in the hundreds place of the number 1098?
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Choose the number below that represents the digit in the tens place of the number 184?

number 8 (without decimals, the second number from the end is always in the ten's place)


How many times greater is the place value of a digit of a number than the place value of the next digits to the right?

In the decimal place value system, each digit is ten times bigger than the digit on its right


What is the value of a digit as determined by its position in a number?

It is its face value, which is the place value times the value of the digit.


The probability that a number selected from random between 100 and 999 both inclusive will not contatin the digit 7?

For me I think it is conceptually easier to think about the probability that the number will contain the digit seven (and the probability that it does not contain the digit 7 is simply one minus the probability that it does). P(number will contain 7) = P(number is in the seven hundreds) + P(number is not in seven hundreds)*[P(number is in the X hundred seventies)+P(number is not in the X hundred seventies)*P(number ends in seven)] So essentially I am considering all of the numbers in the range that start with seven (i.e., are in the seven hundreds), then all of the numbers in the range that aren't in the seven hundreds but have a 7 in the tens place (i.e., the 170s, 270s, etc., and finally all the numbers that don't have a 7 in the hundred or tens place, but that end in 7). Plugging the numbers into my formula above, I get (100/900)+(800/900)*((10/100)+(90/100)(1/10)) = 7/25 is probability that the number does contain a 7, and 1-(7/25)=18/25 is probability that it does not.


What is the value of the digit 7 in the number 18.79?

The digit 7 is in the tenths place, therefore its value is 7/10 (or seven tenths).