The product of the predecessor and successor of an odd natural number is always divisible by (a)2 (b)4 (c)6 (d)8
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Answer :- (a) 2
Since, both predecessor and successor of an odd natural number are even and product of two even numbers is always even which is divisible by 2.
Since, both predecessor and successor of an odd natural number are even and product of two even numbers is always even which is divisible by 2.
pitabasjena:
But cannot it be divisible by 4
yes many numbers are there which divisible by 2 but not by 4... for example 6
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Answer:
2
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