No! Though this depends on definition.
Usually we define n! = n(n-1)....3.2.1, which is only sensible when n is a whole number.
However, we can also define
n! = int(0, infinity, xne-x, x)
(the integral of xne-xdx from 0 to infinity)
This actually gives us all the same results as the usual definition, but also allows us to calculate for non-integer values of n.
For example
1.5! = 1.3293...
6.7! = 2769.83036...
-0.8! = 4.5908...
0! = 1
Interestingly with this definition, all negative whole numbers have an undefined (infinite) factorial value.
if your numbers arent whole numbers then multiply them out until they are whole numbers that are easier to work with.
work out
12 = 1 22 = 1 + 3 32 = 1 + 3 + 5 and so on. The square of the nth whole number is the sum of the first n odd numbers.
If you accept fractions and decimals, there are an infinite number of them.If you want to stick to only positive whole numbers, then only 1, 2, 4, and 8 will work.
If the number is before the decimal, it is a whole number. The numbers after the decimal represent fractions of whole numbers. For example if you had to work 8.5 hours, you would work 8 whole hours plus one half hour.
24. 4 factorial (4!)
Often, when evaluating theoretical probability of something, say a lottery game or a card game, you consider permutations and combinations, in order to assess the number of outcomes that are possible versus the number that are desired. When you work with permutations and combinations, you often work with factorials. In short, the factorial of a number is the product of that number and all of the numbers successively smaller by one until you get to one, i.e. 5 factorial is 5 x 4 x 3 x 2 x 1 or 120.
-996
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Show your work 17x93
It can't be done with whole numbers....but if you want decimals....these two will work 3.7731879764631448414184572689148 17.226812023536855158581542731085
109 is a prime number, so 1*109 = 109, but no other whole numbers will work.