Sorites 1A
Given the Following Sorites: Some N Are $F$
All

Sorites 1A
Given the following sorites: Some N are $F$ .
All $\mathrm { K }$ are $\mathrm { R }$ .
All $\mathrm { T }$ are $\mathrm { K }$ .
No $\mathrm { F }$ are $\mathrm { R }$ .
$\overline{\text{Some N are not T}}$ .
-For Sorites 1A, the correct standard form is:

A) Some $N$ are not $T$ .
All $\mathrm { T }$ are $\mathrm { K }$ .
All $\mathrm { K }$ are $\mathrm { R }$ .
No $\mathrm { F }$ are $\mathrm { R }$ .
$\overline{\text { Some } N \text { are } F \text {. }}$
B) All $\mathrm { K }$ are $\mathrm { R }$ .
No $F$ are $R$ .
Some $N$ are $F$ .
All $\mathrm { T }$ are $\mathrm { K }$ .
$\overline{\text{ Some \(N\) are not \(T\) }}$
C) All $\mathrm { T }$ are $\mathrm { K }$ .
All $\mathrm { K }$ are $\mathrm { R }$ .
No $F$ are $R$ .
Some Nare F.
$\overline{\text{ Some Nare not T. }}$
D) No $\mathrm { T }$ are $\mathrm { K }$ .
Some $K$ are R.
All $\mathrm { F }$ are $\mathrm { R }$ .
Some Nare not F.
$\overline{\text{ Some N are \(T\) . }}$
E) No $F$ are $R$ . All $\mathrm { K }$ are $\mathrm { R }$ .
All $T$ are $K$ .
Some Nare F.
$\overline{\text{ Some N are not T. }}$ .