Решение:
- \( 11x^3 - 8y^2 + 2x^3 + 8y^2 = (11x^3 + 2x^3) + (-8y^2 + 8y^2) = 13x^3 + 0 = 13x^3 \)
- \( 7.2x^3 + 0.8y - 1.2x^3 + 2.2y = (7.2x^3 - 1.2x^3) + (0.8y + 2.2y) = 6x^3 + 3y \)
- \( 4mn^3 - 5mn + 2m^2n^3 + mn^3 - mn - 2m^2n^3 = (4mn^3 + mn^3) + (-5mn - mn) + (2m^2n^3 - 2m^2n^3) = 5mn^3 - 6mn + 0 = 5mn^3 - 6mn \)
- \( c^3d + cd + cd^3 - 3c^3d - cd - 3cd^3 = (c^3d - 3c^3d) + (cd - cd) + (cd^3 - 3cd^3) = -2c^3d + 0 - 2cd^3 = -2c^3d - 2cd^3 \)
Ответ: 1) 13x³; 2) 6x³ + 3y; 3) 5mn³ - 6mn; 4) -2c³d - 2cd³.