- 1. DISEQUAZIONI Antonio Bernardo
- 2. Esercizi di base sulle disequazioni Antonio Bernardo
- 3. $(5x-1)/5-(3-6x)/2 >3/5 x$ Antonio Bernardo
- 4. $(x-1/2)(x+1/2)+2(x-1/2)^2>(3x-1/2)(x+1)$ Antonio Bernardo
- 5. $5/2 x +(2x-2)/3 -(1-x)/3 - ((3x+1)/2 + 2x)>=3/2$ Antonio Bernardo
- 6. $2/3(x-2-(x-1)/2)>=1-2/3 x -2/3 (x-x/2)+2(2/3 x -1)$ Antonio Bernardo
- 7. $4a(1-x)>3-x(4a-1)$ Antonio Bernardo
- 8. $b(x-a)-a^2>2bx-(x+a^2)$ Antonio Bernardo
- 9. $(x+a)/(a-1)-(x-a)/(3a-3)>(x-2a)/(1-a)$ Antonio Bernardo
- 10. $2x(x+1/2)(x-2)>0$ Antonio Bernardo
- 11. $4x^2-4x+1>0$ Antonio Bernardo
- 12. $1/4 x^2 -4x>=0$ Antonio Bernardo
- 13. $x^3+x^2-25x-25>0$ Antonio Bernardo
- 14. $3x(x^4-16)>=(x^2-4)(x^2+4)$ Antonio Bernardo
- 15. $(5-2x)/(2+x) >0$ Antonio Bernardo
- 16. $(x+1)/(x-1) > 3/4$ Antonio Bernardo
- 17. $x-1/(2-3x)>(2x-1)/2 +(6x+1)/(3x-2)$ Antonio Bernardo
- 18. $frac{a(x-a)}{x+2a}>=0$ Antonio Bernardo
- 19. ${((x-1)/2>(2x+3)/3),(3x-4>1/2 (x+2)):}$ Antonio Bernardo
- 20. ${((x-2)/5-(x-1)/3>=(2x+1)/10),(x-(x+1)/3-(3x+4)/6 >x/2):}$ Antonio Bernardo
- 21. ${((x+2)/(x-2)-5>=3/(x-2)),(2/3 (x^2-1) > (4x^2+6)/6+1/3x):}$ Antonio Bernardo
- 22. ${((7-x)/5+1/(x-1)>=-1/5 x),((4-x)/2-(7-x)/3>=0),((x+1)^2/3-4/(x-1)>=(x^2 (x+1)-7)/(3x-3)):}$ Antonio Bernardo