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Question
If m+n=o+p,
m+q=p+n,
2p<m+q and 2m>o+n, then.
If m+n=o+p,
m+q=p+n,
2p<m+q and 2m>o+n, then.
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Solution
The correct option is B o>m>n>p>q
$m+n=o+pm+n=o+p$ ------1
$m+q=p+nm+q=p+n$ ------2
$2p<m+q$ --------32p<m+q$2m>o+n2m>o+n$ --------4Using above equations we get,p<o−mp<n−mp<n<m<oHence, Option A is correct.
$m+n=o+pm+n=o+p$ ------1
$m+q=p+nm+q=p+n$ ------2
$2p<m+q$ --------32p<m+q
$m+q=p+nm+q=p+n$ ------2
$2p<m+q$ --------32p<m+q
$2m>o+n2m>o+n$ --------4
Using above equations we get,
p<o−m
p<n−m
p<n<m<o
Hence, Option A is correct.
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