1.1.2. Изобразите геометрически множество истинности одноместных предикатов g(X) и p(X), если:

0) G(x) = ”8  -2x > 4/3”;

P(x) = ”2 >1/5x  -5”;

1) G(x) = ”-9 < -3x  3/2”;

P(x) = ”12 > 3/4x > -3”;

2) G(x) = ”0  1/3x >-5/9”;

P(x) = ”–14  -7x  1/4”;

3) G(x) = ”1/4 < -3x  9”;

P(x) = ”1  1/6x > -1/2”;

4) G(x) = ”1/3 > -6x >-6”;

P(x) = ”5  1/2x  -1/4”;

5) G(x) = ”8  -2x > 4/3”;

P(x) = ”1/10 >1/5x > -5”;

6) G(x) = ”-1 < -3x  3/2”;

P(x) = ”6 > 1/4x > -3”;

7) G(x) = ”0  1/2x >-3/4”;

P(x) = ”–1  -7x  1/2”;

8) G(x) = ”1/5 < -3x  9”;

P(x) = ”1  1/6x > -1/2”;

9) G(x) = ”1/8 > -4x>-8”;

P(x) = ”2  1/2x  -1/4”;