Ответы
Ответ дал:
0
x/(x+2) - (x-2)²/2 * (1/(x²-4) +1/(x²-4x+4)) =
= x/(x+2) - (x-2)²/2 * (1/(x-2)(x+2) +1/(x-2)²) =
= x/(x+2) - (x-2)²/2 * ((x-2)/(x-2)²(x+2) + (x+2)/(x-2)²(x+2)) =
= x/(x+2) - (x-2)²/2 * (x-2 + x+2)/(x-2)²(x+2) =
= x/(x+2) - (x-2)²/2 * 2x/(x-2)²(x+2) =
= x/(x+2) - ((x-2)² *2x ) / 2(x-2)²(x+2) =
= x/(x+2) - x/(x+2) = 0
= x/(x+2) - (x-2)²/2 * (1/(x-2)(x+2) +1/(x-2)²) =
= x/(x+2) - (x-2)²/2 * ((x-2)/(x-2)²(x+2) + (x+2)/(x-2)²(x+2)) =
= x/(x+2) - (x-2)²/2 * (x-2 + x+2)/(x-2)²(x+2) =
= x/(x+2) - (x-2)²/2 * 2x/(x-2)²(x+2) =
= x/(x+2) - ((x-2)² *2x ) / 2(x-2)²(x+2) =
= x/(x+2) - x/(x+2) = 0
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