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For any tinR and f be a continuous funct...

For any `tinR` and `f` be a continuous function, let `I_1 = int _(sin^2t)^(1+cos^2t) x*f(x(2-x))dx` and `I_2 =int_(sin^2t)^(1+cos^2t) f(x(2-x))dx`. Then `I_1/I_2`is (i)`0` (ii)`1` (iii)`2` (iv)`3`

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