A rectangle with sides 2m - 1 and 2n - 1 divided into squares of unit length. The number of rectangle which can be formed with sides of oddlength is
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a
m2n2
b
mn (m+1)(n+1)
c
4m+n-1
d
None of the above
answer is A.
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Detailed Solution
For length. number of choices is (2m−1)+(2m−3)+…+3+1=m2Similarly. for breadth number of choices is (2n−1)+(2n−3)+…+3+1=n2Hence, required number of choices is m2n2,