There are 44 of them.
Use the formula T(n) = n*(n+1)/2 to find the nth one.
There are 143 such numbers, too many to list.
All the faces of a triangular prism must be flat. So finding them should not be too difficult!
2000
Too me all numbers are irrating!
45
2,3,5,7,11,13,17,19,23,29,31,37,41,43,51,53,57,59,61,67,69,71,73,79,83,89,97. type in prime numbers and click on wikipedia and they will be listed there too.
All languages have numbers, and most languages of the world use an alphabet. There are too many to list.
The answer depends on which 4 numbers, out of what set of numbers as well as how often the experiment is conducted, whether or not it is conducted randomly. All in all, too many unknown factors for a sensible answer.
There are 333 of them ... way too many to list here. But you can easily construct the list for yourself. Just write down all the numbers from ' 3 ' to ' 999 ' on paper. Then go like this: -- Circle the first number. -- Cross out the next two numbers. -- Circle the next number. -- Cross out the next two numbers. -- Circle the next number. -- Cross out the next two. Keep going like this, all the way down the list. When you're finished, you have 333 numbers circled. Those are all the multiples of ' 3 ' up to 1,000.
Yes. And nine edges too.
That is too much information to list here.
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