- Tue Aug 11, 2020 2:42 am
#77927
Dear PowerScore,
Could you please clarify how to diagram the stimulus:
A just government never restricts the right of its citizens to act upon their desires except when their acting upon their desires is a direct threat to the health or property of other of its citizens.
I would diagram it like this:
Just Government -> (Restrict -> Direct Threat)
that is:
JG -> (R -> DT)
which is the same as:
JG + R -> DT
My questions:
1. How to diagram "except when"? Is it the same as diagraming "except"? Does "except when" indicate a double-arrow relationship?
2. If my diagram is correct, is the following statement correct? "An unjust government would restrict writing fictions."
(I think this statement is correct. Because JG + R -> DT, and writing fictions is a member of group -DT, then from -DT -> -JG or -R we can conclude Writing Fitctions -> -JG or -R. But we know the government restricts it, which fails -R. Then the -JG must be true, that is, the Government is unjust.)
Thanks in advance for your help. Sorry for the trouble.
Could you please clarify how to diagram the stimulus:
A just government never restricts the right of its citizens to act upon their desires except when their acting upon their desires is a direct threat to the health or property of other of its citizens.
I would diagram it like this:
Just Government -> (Restrict -> Direct Threat)
that is:
JG -> (R -> DT)
which is the same as:
JG + R -> DT
My questions:
1. How to diagram "except when"? Is it the same as diagraming "except"? Does "except when" indicate a double-arrow relationship?
2. If my diagram is correct, is the following statement correct? "An unjust government would restrict writing fictions."
(I think this statement is correct. Because JG + R -> DT, and writing fictions is a member of group -DT, then from -DT -> -JG or -R we can conclude Writing Fitctions -> -JG or -R. But we know the government restricts it, which fails -R. Then the -JG must be true, that is, the Government is unjust.)
Thanks in advance for your help. Sorry for the trouble.