Question

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Answer 1

$x^{2}$Ответ:

Пошаговое объяснение:

(3÷x-3 + 4÷x^2-2x-3x+6 + 2x÷x-2) × 3÷2x+1 - -12÷-3x+9 - x

(3÷x-3 + 4÷x×(x-2)-3(x-2)  +  2x÷x-2) × 3÷2x+1  -  x-12÷3(x-3) - x

(3÷x-3 + 4÷(x-2)x(x-3) +  2x÷x-2) × 3÷2x+1  + x-12÷3(x-3) - x

3(x-2)+4+2x ×(x-3)÷(x-2)(x-3) × 3÷2x+1  + x-12÷3(x-3) - x

3x-6+4+2$x^{2}$-6x ÷ (x-2)(x-3) × 3÷2x+1  + x-12÷3(x-3) - x

-3x-2+2$x^{2}$ ÷ (x-2)(x-3) × 3÷2x+1  + x-12÷3(x-3) - x

2$x^{2}$-3x-2 ÷ (x-2)(x-3) × 3÷2x+1  + x-12÷3(x-3) - x

2$x^{2}$+x-4x-2 ÷ (x-2)(x-3) × 3÷2x+1  + x-12÷3(x-3) - x

x×(2x+1)-2(2x+1) ÷ (x-2)(x-3) × 3÷2x+1  + x-12÷3(x-3) - x

(2x+1)×(x-2) ÷ (x-2)(x-3) × 3÷2x+1  + x-12÷3(x-3) - x

2x+1÷x-3 × 3÷2x+1 + x-12÷3(x-3) - x

1÷x-3 × 3 + x-12÷3(x-3) - x

3÷x-3 + x-12÷3(x-3) - x

9+x-12-3x×(x-3)  ÷  3(x-3)

9+x-12-3$x^{2}$+9x ÷  3(x-3)

-3+10x-3$x^{2}$  ÷ 3(x-3)

-3$x^{2}$+10x-3 ÷ 3(x-3)

-3$x^{2}$ +9x+x -3 ÷ 3(x-3)

-3x×(x-3)+x -3 ÷ 3(x-3)

(x-3)×(-3x+1)÷ 3(x-3)

-3x+1  ÷3

x=2338

-3×2338 ÷3 = -2338