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Her is the order matters, then it is P(6,4)= 6*5=30.
if order of beads matters than you get 18P12= 8.892185702*1012. if order doesn't matter than it's 18C12= 18564 ways to arrange the beads.
If the order of the 4 numbers matters, then there are (6 x 5 x 4 x 3) = 360 .If the order of the 4 numbers doesn't matter, then there are 15 different groups of 4.
It matters which number comes first, as that is the numerator, but all the other numbers (the denominators) can be in any order. x/y/z = x/yz = x/zy = x/z/y
Yes, it matters.
Abstemiously and facetiously both have the vowels in order.
Facetious has all the vowels in order. Unoriental has all the vowels in reverse order.
There are three vowels in the word surprise... In order, they are... u - i - e
3
Abstemious, abstemiously, abstentious and adventitious contain vowels in order. Additional words include facetious and facetiously.
Unless the order in which he chooses the fish matters he can choose any one of the 10 for the first fish leaving 9 possibilities for the second fish and 8 for the third fish for 10x9x8=720 possible ways to select the 3 fish - but that's only if it matters what order he chooses them in ... Let's say he chooses fish A, B, and C. He could choose them in the order A then B then C or A then C then B or B then A then C or B then C then A or C then A then B or C then B then A ... six different ways of choosing the exact same three fish... so really there are only 720/6 = 120 different ways for him to choose 3 goldfish to buy. The expert answer places this in the formal structure of Combinations, i.e. 3 out of 10 chosen where order does not matter
All vowels (and y) in their correct order.
There are an assortment of colors to choose from, and you can even special order them to match your decor.
Abstemious is a 10 letter word that contains 5 vowels in correct order. It means not moderate when eating and drinking.
Abstemious and facetious are two words which have all the vowels appearing in their correct order.
All 5 vowels in alphabetical order?
Abstemious for ascending order Suncontinental for descending order