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My book says that: (2n)!=1*2*3*…*n*(n+1)…*2n I don't understand that. Can some explain it to me?
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When you take the factorial of a whole number, you multiply all the natural numbers between itself and 1, like this: 4!=4x3x2x1 3!=3x2x1 2!=2x1 ...and so on. They're taking the factorial of twice a number. If you factorial (2 times 4) it will look like this: (2x4)!=1x2x3x4...x8 Thats all it's saying.
$$n!=1*2*3*...*n$$ $$(2n)!=1*2*3*…*2n$$
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