Svar 1.1:3
Förberedande kurs i matematik 1
(Skillnad mellan versioner)
Rad 1: | Rad 1: | ||
{| width="100%" cellspacing="10px" | {| width="100%" cellspacing="10px" | ||
- | |a) | + | | valign="top" |a) |
- | |width="33%" | naturliga talen, heltalen, rationella talen | + | |width="33%" valign="top"| naturliga talen, heltalen, rationella talen |
- | |b) | + | | valign="top" |b) |
- | |width="33%" | heltalen, rationella talen | + | |width="33%" valign="top"| heltalen, rationella talen |
- | |c) | + | | valign="top" |c) |
- | |width="33%" | naturliga talen, heltalen, rationella talen | + | |width="33%" valign="top"| naturliga talen, heltalen, rationella talen |
|- | |- | ||
- | |d) | + | | valign="top" |d) |
- | || heltalen, rationella talen | + | | valign="top" | heltalen, rationella talen |
- | |e) | + | | valign="top" |e) |
- | || heltalen, rationella talen | + | | valign="top" | heltalen, rationella talen |
- | |f) | + | | valign="top" |f) |
- | || naturliga talen, heltalen, rationella talen | + | | valign="top" | naturliga talen, heltalen, rationella talen |
|} | |} |
Nuvarande version
a) | naturliga talen, heltalen, rationella talen | b) | heltalen, rationella talen | c) | naturliga talen, heltalen, rationella talen |
d) | heltalen, rationella talen | e) | heltalen, rationella talen | f) | naturliga talen, heltalen, rationella talen |