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11 Aug 2019, 05:23
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If \(n\) is an integer, which of the following cannot be odd?
A. \(n+2\)
B. \(n+3\)
C. \(2n\)
D. \(3n\)
E. \(n^2\)
A. \(n+2\)
B. \(n+3\)
C. \(2n\)
D. \(3n\)
E. \(n^2\)
11 Aug 2019, 07:02
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Each number, either odd or even multiples by 2, is even.
So option C cannot be odd
Posted from my mobile device
So option C cannot be odd
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11 Aug 2019, 11:44
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SajjadAhmad
If \(n\) is an integer, which of the following cannot be odd?
A. \(n+2\)
B. \(n+3\)
C. \(2n\)
D. \(3n\)
E. \(n^2\)
A. \(n+2\)
B. \(n+3\)
C. \(2n\)
D. \(3n\)
E. \(n^2\)
2*Odd Number = Even Number
2*Even Number = Even Number...
Thus, Answer must be (C) 2n
