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Yes, that is correct.

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10y ago

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Related Questions

What 3 digit odd number has the most multiples?

All integers have an infinite amount of multiples.


Is all multiples of 5 even numbers?

No as 5, 15 and an infinite amount of other multiples of 5 are odd


This was on my homework............. Are there an infinite amount of multiples of 11 that have an odd digit sum?

Yes! Any multiple of 11 that is in the form of 11x10^n +209 will have an odd digit sum and will be divisible by 11. 209 is divisible by 11, and 11X10^n is too. Remember that n has to be over 1,000 for it too work. ex. 11x10^5+209=1100209. 1100209/11=100019


How many two digit numbers are not multiples of 2?

All of the odd numbers between 11 and 99 inclusive are two digit numbers that are not multiples of 2. There are 45 of them.


What are all prime numbers that are odd numbers?

There is an infinite amount of prime numbers all of which are odd numbers


What is the greatest odd number?

There are an infinite amount of numbers, so there can be no "greatest" odd number.


How many odd factors are there?

Since any odd number can be a factor, there is an infinite amount of them.


How many multiples of 9 are odd numbers?

9 multiplied by any other odd number will still be odd. 9 multiplied by any even number will be even - so the multiples of 9 between 1 and 120 that are odd would be:1x9 = 93x9 = 275x9 = 457x9 = 639x9 = 8111x9 = 9913x9 =117The next odd number you could multiply 9 by is 15 but 15x9 = 135, which is greater than 120 so does not fall within the constraints of the question.


What are numbers larger then 225 and 999 that are odd and multiples of three?

There are an infinite number of numbers that satisfy these criteria.


What are 2-digit multiples of 5?

-3


Why are all multiples of 3 odd and even?

The multiples of all odd numbers are odd and even. Odd x odd = odd. Odd x even = even. Since odd and even numbers alternate, the multiples will alternate as well.


What are the Odd multiples of three?

They are members of the infinite set of numbers of the form 3*(2k-1) or 6*k-3 where k is an integer.