Asked by abdo
what is the value of (n) ?
(n+3)! = 5040
the prime factorization of 5040 = 2x2x2x2x3x3x5x7
since the ! function involves the multiplication of consecutive integers, it makes sense to arrange these factors so they form consecutive numbers.
I got 2,3,4,5,6, and 7
and sure enough 7!=5040
so (n+3)!=7!
n+3=7 and n=4
An even easier way would be to just try some factorial values. It does not take much to realize that 7!=5040
thanks
i need help on my algebra homework..we are working on radicals and ex. of a question would be..
7*the square root of 2
well thank you..
-carmen
(n+3)! = 5040
the prime factorization of 5040 = 2x2x2x2x3x3x5x7
since the ! function involves the multiplication of consecutive integers, it makes sense to arrange these factors so they form consecutive numbers.
I got 2,3,4,5,6, and 7
and sure enough 7!=5040
so (n+3)!=7!
n+3=7 and n=4
An even easier way would be to just try some factorial values. It does not take much to realize that 7!=5040
thanks
i need help on my algebra homework..we are working on radicals and ex. of a question would be..
7*the square root of 2
well thank you..
-carmen
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