Q.

If m, n are any two odd positive integer with n

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a

4

b

6

c

8

d

9

answer is C.

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Detailed Solution

Let m=2k+1,n=2k−1(k∈N)∴m2−n2=4k2+1+4k−4k2+4k−1=8kHence, all the numbers of the form m2 - n2 are always divisible by 8.
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