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Solving it by Case method,

Case 1 : P is True

p → (q → r) = T → (q → r) = q→ r [We could stop here itself as it’s contingency, depending on values of q and r]

Case 2 : P is False

p → (q → r) = F → (q → r) = T

 

Hence, its not a tautology but a contingency.

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