求定积分∫01xarctanxdx\int_{0}^{1} x\arctan xdx∫01xarctanxdx.
证明方程xlnx−1=0x\ln x - 1 = 0xlnx−1=0在区间(1,e)(1,e)(1,e)内有且仅有一个根.
求不定积分∫e3x+2dx\int e^{3x + 2}dx∫e3x+2dx.
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