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Re: If x/11p is an odd prime number, where x is a positive integer and p i [#permalink]
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x/11p must be equal to 3 (odd prime)

so x=33p to get minimum value of x p must be smallest prime number so p=2

x=66

so answer must be (D) 66
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Re: If x/11p is an odd prime number, where x is a positive integer and p i [#permalink]
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Bunuel wrote:
If x/(11p) is an odd prime number, where x is a positive integer and p is a prime number, what is the least value of x?


(A) 22
(B) 33
(C) 44
(D) 66
(E) 99


as given n= x/11p = odd prime number; where x positive int and p prime.
so x must be a multiple of (11p) so it can have values as 22 33 44 55 66

least value of x = 66 which will give x/11p as odd prime number. when p=2

Ans: D
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Re: If x/11p is an odd prime number, where x is a positive integer and p i [#permalink]
just plug in smallest prime number value for p which is 2
11p = 22
x/11p becomes least odd prime number for a value when x/11p =3
x = 66
correct answer - D
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Re: If x/11p is an odd prime number, where x is a positive integer and p i [#permalink]
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Re: If x/11p is an odd prime number, where x is a positive integer and p i [#permalink]
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