2010008005 Level: ACompare the two definite integrals I1=∫12(x2−x)dx and I2=∫21(x−x2)dx.I1=I2I1>I2I1<I2These integrals cannot be compared.
2010008004 Level: ACompare the two definite integrals I1=∫01(x6cos2x−20)dx and I2=∫01(20−x6cos2x)dx.I1<I2I1=I2I1>I2These integrals cannot be compared.
2010008003 Level: ACompare the two definite integrals I1=∫01(10−x4sin2x)dx and I2=∫01(x4sin2x−10)dx.I1>I2I1=I2I1<I2These integrals cannot be compared.
2010008002 Level: ACompare the two definite integrals I1=∫03x33xdx and I2=∫30x33x dx.I1>I2I1=I2I1<I2These integrals cannot be compared.
2010008001 Level: ACompare the two definite integrals I1=∫02x5⋅2xdx and I2=∫20x5⋅2xdx.I1>I2I1=I2I1<I2These integrals cannot be compared.