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Match the following Column I Column II `(log)_4(x+1)+(log)_4(x+8)=3/2,` then value (s) of `x` is (are) p. 1 If `I n x=0` then `x` is equal to q. 4 The value of 4 `(3(log)_2(81)/(80)+5(log)_2(25)/(24)+7log_2(16)/(15))` is r. 0 The remainder when `2x^5-x^3+x^2=1` is divided by `(2x+1)` is `kdot` Then `(16 k+11)/(16)` is equal to s. 2

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