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You have a 6-sided dice with numbers on each side. 5 of the sides have 1 on them and 1 of the sides has 6 on it. The sides are also given letters which are A, B, C, D, E and F. I haven't said which letters correspond to which numbers. List all possible number and letter combinations the dice could have. Tip: Don't rush into it. Think.
0 can be nothing and something.
0
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Well, I think in terms of combinatorics its
But then it is slightly ambiguous and probably a trick question so I will have to look closer
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The question is indeed ambiguous. This is the way I interpreted it:
Any one of A, B, C, D, E or F can be assigned to the face with the 6 on it. All the rest of the letters get assigned to 1's. Therefore, there are 6 possible arrangements.
Why did the vector cross the road?
It wanted to be normal.
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Combinations: 6
"The physicists defer only to mathematicians, and the mathematicians defer only to God ..." - Leon M. Lederman
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Actually it's not because each 1 is a different face of the dice.I think you should think of a normal dice.
Dreams don't come true, you gotta make them come true.
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5 of the sides have 1 on them and 1 of the sides has 6 on it.
You've confused me with that statement, is the '1' used after the first '1' just part of txtspk?
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Yes Devanté, it's just part of the text. But hey, you're just like me. I often
get confused with word problems.
0 can be nothing and something.
0
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The question as asked, the answer is indeed 6 - as far as I can tell.
However, if it was a normal numbered dice covered by six letters - by my calculations the number of possible combinations between numbers and letters is 720!
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