250\sqrt{2}\sqrt{50}250
cos(7πx)=0cos\left(7\pi x\right)=0cos(7πx)=0
∫x⋅(x+7)5dx\int x\cdot\left(x+7\right)^5dx∫x⋅(x+7)5dx
−15−9+2+7−13-15-9+2+7-13−15−9+2+7−13
∫x2−3x+1x−1dx\int\frac{x^2-3x+1}{x-1}dx∫x−1x2−3x+1dx
∫1−1πdx\int_1^{-1}\pi dx∫1−1πdx
(−4)3−2(−4)+1\left(-4\right)^3-2\left(-4\right)+1(−4)3−2(−4)+1
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