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Joined: 10 Feb 2011
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If m, n, and m^n are nonzero integers, which of the following must be
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18 Feb 2011, 11:33
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38% (01:07) correct 63% (01:35) wrong based on 80 sessions
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If m, n, and m^n are nonzero integers, which of the following must be true? I. m^n is positive II. n^m is an integer III. m^n is an integer (A) None (B) I only (C) II only (D) III only (E) I and II only
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Re: If m, n, and m^n are nonzero integers, which of the following must be
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18 Feb 2011, 11:44
How m^n can be a noninteger, if it is given that it is an integer?



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Re: If m, n, and m^n are nonzero integers, which of the following must be
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18 Feb 2011, 11:55
ulm wrote: How m^n can be a noninteger, if it is given that it is an integer? I believe it is a typo; it should be "mn". When m=2; n=1 m^n = 2^1 = 1/2. Non integer When n=2, m=1 n^m = 2^1 = 1/2. Non integer When m=2, n=3 m^n = (2)^3=8. Negative Ans: "A"



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Re: If m, n, and m^n are nonzero integers, which of the following must be
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08 Oct 2017, 01:28
take m = 3 , n = 3 I , ii and iii all will fail ..



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Re: If m, n, and m^n are nonzero integers, which of the following must be
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19 Mar 2019, 16:09
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Re: If m, n, and m^n are nonzero integers, which of the following must be
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19 Mar 2019, 16:09






