MathematicsMedium210×since 2002Q3337If I1=∫012x2dx,I2=∫012x3dx, I3=∫122x2dx{I_1} = \int\limits_0^1 {{2^{{x^2}}}dx,{I_2} = \int\limits_0^1 {{2^{{x^3}}}dx,\,{I_3} = \int\limits_1^2 {{2^{{x^2}}}dx} } }I1=0∫12x2dx,I2=0∫12x3dx,I3=1∫22x2dx and I4=∫122x3dx{I_4} = \int\limits_1^2 {{2^{{x^3}}}dx}I4=1∫22x3dx thenAI2>I1{I_2} > {I_1}I2>I1BI1>I2{I_1} > {I_2}I1>I2CI3=I4{I_3} = {I_4}I3=I4DI3>I4{I_3} > {I_4}I3>I4Check answerSkip