If 'n' is any positive integer>1 then n(2n-1) is always divisible by?
(a) 6 (b) 7 (c) 13 (d) 23
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b) Let n= 4
2n-1= 2×4-1
= 8-1= 7
c) let n=7
2n-1=2×7-1
=14-1=13
d)let n= 12
2n-1= 2×12-1
24-1=23
the correct answer is b c d
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