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  1. >Transformation. (advanced)
  2. (/Øx±≤xy+y^2≤±+/Øx^2≤+y^2≤±≤x^3≤-xy^2≤±+/Øy±≤x^2≤-xy±):/Øx^2≤-xy+y^2≤±≤x^3≤+y^3≤±
  3. MYSZEK 2xy
  4. 85884
  5. #
  6. ò
  7. 6
  8. In the Transformations window we can see how the window looks after
  9. the final answer is given.
  10.  
  11. By clicking on the tabs at the top we can see all the transformations 
  12. we have carried out. Because not all the tabs fit in the window, 
  13. you have to scroll from time to time by clicking on the arrows on a level with the tabs.
  14.  
  15. ë
  16. !
  17. Éä
  18. 1
  19. 3
  20. ã
  21. 0
  22. 0
  23. 0
  24. ÜÑ(/Øx±≤xy+y^2≤±+/Øx^2≤+y^2≤±≤x^3≤-xy^2≤±+/Øy±≤x^2≤-xy±):/Øx^2≤-xy+y^2≤±≤x^3≤+y^3≤±Éä
  25. 35
  26. 7
  27. ã
  28. 0
  29. 0
  30. 0
  31. ø(/Øx±≤y(x+y)±+/Øx^2≤+y^2≤±≤x(x^2≤-y^2≤)±+/Øy±≤x(x-y)±):/Øx^2≤-xy+y^2≤±≤x^3≤+y^3≤±Éä
  32. 30
  33. 7
  34. ã
  35. 0
  36. 0
  37. 0
  38. ø(/Øx^2≤(x-y)±≤xy(x^2≤-y^2≤)±+/Øy(x^2≤+y^2≤)±≤xy(x^2≤-y^2≤)±+/Øy^2≤(x+y)±≤xy(x^2≤-y^2≤)±):/Øx^2≤-xy+y^2≤±≤x^3≤+y^3≤±Éä
  39. 30
  40. 8
  41. ã
  42. 0
  43. 0
  44. 0
  45. ø/Øx^2≤(x-y)+y(x^2≤+y^2≤)+y^2≤(x+y)±≤xy(x^2≤-y^2≤)±*(x+y)Éä
  46. 34
  47. 6
  48. ã
  49. 0
  50. 0
  51. 0
  52. ø/Øx^3≤+2y^3≤+y^2≤x±≤xy(x^2≤-y^2≤)±*(x+y)Éä
  53. 13
  54. 4
  55. ã
  56. 0
  57. 0
  58. 0
  59. ø/Øx^3≤+2y^3≤+y^2≤x±≤xy(x-y)±Éä
  60. 14
  61. 9
  62. îxπ-yä
  63. 6
  64. 3
  65. ã
  66. 0
  67. 0
  68. 0
  69. ø/Øx^3≤+2y^3≤+y^2≤x±≤xy(x-y)±Éä
  70. 14
  71. 9
  72. îxπ-yŸxπ0Ÿyπ0Ÿxπyä
  73. 18
  74. 3
  75. ã
  76. 0
  77. 0
  78. 1
  79. âçé
  80. 0
  81. 0
  82. 1
  83. 6
  84. 0
  85. 0
  86. 1
  87. 1
  88. è
  89.