Find all pairs of consecutive EVEN integers, both of which are smaller than 18, such that their sum is more than 20.
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Find all pairs of consecutive odd positive integers, both of which are smaller than 18, such that their sum is more than 20. Let the required odd integers be x and x + 2. ⇒x>9andx<16⇒9<x<16. So, the required value of x are 11, 13 and
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10,12
12,14
14,16
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