13.01. f(x) = x5 – 2x4 – àx – 2,
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g(x) = x – 2;
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13.02. f(x) = x4 + àõ3 + 3x2 – 4x – 4,
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g(x) = x – 2;
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13.03. f(x) = õ5
– 3x4 + 4õ2 – àx + 2,
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g(x) = x + 2;
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13.04. f(x) = õ5
+ 2x4 – 3õ2 + àx – 4,
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g(x) = x + 2;
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13.05. f(x)=õ5–3x4 – 2õ3 – àx2 + 13õ
+ 9,
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g(x) = x – 3;
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13.06. f(x) = õ5
– 4x4 + àõ3 – 2x – 33,
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g(x) = x + 3;
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13.07. f(x) = õ5
+ 3x4 – àõ3 + 2x + 8,
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g(x) = x + 4;
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13.08. f(x) = 2õ4
+ 3x3 – àõ2 + 3x + 10,
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g(x) = x + 2;
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13.09. f(x) = 2õ5
– àx4 + 3õ2 – 4x + 12,
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g(x) = x – 2;
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13.10. f(x) = 2õ4
– 3x3 + àõ2 – 2x – 6,
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g(x) = x + 3;
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13.11. f(x) = õ6
– 3õ5 + 4õ3 – àõ2 + 2x – 7,
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g(x) = x + 1;
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13.12. f(x) = 2õ6
– 3õ4 + 2àõ2 – 3x + 10,
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g(x) = x + 5;
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13.13. f(x) = 3õ5
– 4õ4 – àõ3 + 2x2 – õ + 81,
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g(x) = x – 5;
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13.14. f(x) = õ7
– 2õ5 + àõ3 – 2x2 + 3õ + 9,
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g(x) = x – 3;
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13.15. f(x) = 3õ6
– 2õ5 + 2õ3 – àõ2+3x+2,
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g(x) = x + 2;
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13.16. f(x) = 3õ5
+ 2õ4 + àõ3 – 2õ2–4x–21,
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g(x) = x + 3;
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13.17. f(x) = 3õ5
– àõ4 – 2õ3 + 4õ – 8,
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g(x) = x – 2;
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13.18. f(x) = 2õ5
+ àõ4 – õ2 – 2õ + 8,
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g(x) = x – 2;
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13.19. f(x) = 2õ6
– õ5 + 3õ4 – àõ3 + õ2 – 4,
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g(x) = x + 2;
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13.20. f(x) = 9õ6
– àõ4+õ3 –10õ2+5õ + 10,
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g(x) = x + 2;
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13.21. f(x) =2õ6 + 4õ4 – 8õ3 +àõ2+8õ+4,
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g(x) = x – 2;
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13.22. f(x)=4õ5 +10õ4+àõ3–6õ2+3õ–360,
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g(x) = x + 3;
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13.23. f(x)=3õ6
+ 4õ5 – 3õ3+2àõ2+6õ+24,
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g(x) = x + 4;
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13.24. f(x) = 3õ5
– 5õ4 – àõ3 – 8õ,
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g(x) = x + 2;
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13.25. f(x) =õ6 – 2õ5 +4õ3+àõ2+5õ+20,
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g(x) = x + 4;
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13.26. f(x) =3õ6+4õ5–3õ3+2àõ2+6õ–40,
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g(x) = x + 4;
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13.27. f(x) =2õ6 + õ5+3àõ4–2õ3+3õ–45,
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g(x) = x + 3;
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13.28. f(x) = –4õ5
+ àõ4 + 7õ3 – 5õ + 2,
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g(x) = x – 2;
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13.29. f(x) = õ6
– 2õ5 + 4õ3 + àõ2 – 6õ – 24,
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g(x) = x + 4;
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13.30. f(x) =6õ5 – 2õ4 + àõ3 –3õ2+4õ+12,
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g(x) = x + 3;
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13.31. f(x) = 4õ6
– àõ4 – õ2 + 3õ – 2,
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g(x) = x – 2;
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13.32. f(x) = õ6
– 2õ5 + 4õ3 + àõ2 – 2õ – 8,
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g(x) = x + 4;
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13.33 f(x) =3õ6+2õ5+àõ4– 2õ3 +
4õ + 39,
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g(x) = x + 3;
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13.34. f(x) = 2õ5
+ àõ4 + 3õ3 + 9õ2 + 81,
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g(x) = x – 3;
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13.35. f(x) = 2õ5
– õ4 – àõ3 – 8õ2 + 4õ + 28,
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g(x) = x + 2;
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13.36 f(x) = 2õ6 – 3õ5 + 2õ4 –
àõ3 –
õ + 2,
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g(x) = x – 2.
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