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Heat is supplied to a certain amount of ice at a constant rate for 9 min. For' the first 1 min, the temperature rises uniformly with time, Then the temperature remains constant for the next 5 min and after that again temperature rises at uniform rate for last `3 min`. If the ratio of magnitude of final temperature to initial temperature is `P^(circ) C`, then find the 'value of `4 P`. (Given: `S_ (ice )=0.5 (cal) (g)^(-1)/overset(o) \ C^(-1), L_(f)=80 (cal g).

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