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Show that the following statement is true“The integer n is even if and only if n2 is even” |
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Answer» Let the statements, p: Integer n is even q: If n2 is even Let p be true. Then, Let n = 2k Squaring both the sides, we get, n2 = 4k2 n2 = 2.2k2 n2 is an even number. So, q is true when p is true. Hence, the given statement is true. |
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