Page:Carroll - Game of Logic.djvu/80

16. Some $y$ are $x$, and all $x$ are $y$. i.e.

1	0
0

17. No $x^{\prime }$ exist. i.e.

0	0

18. All $x$ are $y^{\prime }$. i.e.

0	1

19. No $x$ are $y$. i.e.

0

20. Some $x^{\prime }$ are $y$, and some are $y^{\prime }$. i.e.

1	1

21. No $y$ exist, and some $x$ exist. i.e.

0	1
0

22. All $x^{\prime }$ are $y$, and all $y^{\prime }$ are $x$. i.e.

	1
1	0

23. Some $x$ are $y$, and some $x^{\prime }$ are $y^{\prime }$. i.e.

1
	1

[See p. 45]