5/(x-7) - 2/x - 3x/(x² -49) +21/(49-x²) == 5/(x-7) - 2/x - [3x/(x-7)(x+7)] - [21/(x-7)(x+7) ]== (5x(x+7) - 2(x²-49) - 3x² -21x) / (x(x-7)(x+7) ) == (5x²+35x -2x² +98 -3x² -21x) / (x(x-7)(x+7) )== (14x +98) / x(x-7)(x+7) == 14(x+7) / x(x-7)(x+7) == 14 / x(x-7)