x+8x+1(x+8)(x2+6x−16)x+8x+1x3+7x2−10x−16x3+7x2−10x−16x3+7x2−10x−16x3+7x2−10x−16x3+7x2−10x−16x3+7x2−10x−16+x4+8901x3+124522x2+284816x−1137664x4+8902x3+124529x2+284806x−1137680=x2+6x−16x2−66x−(x−8888)=(x+8)(x2+6x−16)x2+6x−16x2−66x−(x+8)(x2+6x−16)x−(x+8)(x2+6x−16)⋅8888=x3−58x2−528x−(x4+14x3+32x2−128x)−(8888x3+124432x2+284416x−1137664)=x3−58x2−528x−x4−14x3−32x2+128x−(8888x3+124432x2+284416x−1137664)=−x4−13x3−90x2−400x−(8888x3+124432x2+284416x−1137664)=−x4−13x3−90x2−400x−8888x3−124432x2−284416x+1137664=−x4−8901x3−124522x2−284816x+1137664=0=0multiply ALL terms by (x+8)(x2+6x−16).cancel out the denominatorssimplify right sidemove all terms to the left hand side simplify left side
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