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If xN and (2x)!3!(2x3)!:x!2!(x2)=44:3, then x is equal to

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a
6
b
7
c
11
d
12

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detailed solution

Correct option is A

(2x)!3!(2x−3)!⋅2!(x−2)!x!=443⇒(2x)(2x−1)(2x−2)3x(x−1)=443⇒2x−1=11⇒x=6


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