If P = q = r, then it is possible that

p < q > r

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p > q + r

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p > q > r

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Solution

The correct option is B p $\times$ q $\times$ r
With the notations given,
p = q = r means $\geq$ q $\geq$ r
From option (A), p < q > r means p $\neq$ q < r, this is not true.
From option (B), p $\times$ q $\times$ r means p = q = r, this is true.
From option (C), p > q + r means p < q $\leq$ r, this is not true.
From option (D), p > q > r means p < q < r, this is not true.

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