You should now Launch Deriver and do the 3 exercises of Predicate Exercise 2 (Predex2).
The program knows of the aforementioned three names.
The program knows of two nouns and has itself adopted the following conventions regarding them
Form a view as to how the program will symbolize the following propositions, then ask it to do so by selecting the proposition and choosing To symbols. When you have symbolized the propositions, ask the program to translate them back by selecting each symbol and choosing To English.
Symbolize
a) If Arthur is a nincompoop then Charles is a philosopher.
b) Beryl is a philosopher or Charles is a philosopher.
c) Arthur is a philosopher and a nincompoop.
d) Charles is neither a philosopher nor a nincompoop.
In this exercise you must choose how you are going to symbolize the nouns. Tell the program how you are going to do it by selecting
remember noun (<english in here>) <capital in here>
and choosing Do Command.
Then ask the machine to translate back and forward for you.
First tell of your conventions
remember noun (patriot) <capital-here>
remember noun (Quaker) <capital-here>
then symbolize
a) Charles is a Quaker.
b) If Arthur is a patriot then Beryl is a Quaker.
The program uses the following conventions
a = ARTHUR
b = BERYL
c = CHARLES
Sx = STUDIES
Tx = THINKS
Ax = ANGRY
Bx = BOLD
Cx = CHEERFUL
Nx = NINCOMPOOP
Px = PHILOSOPHER
Form a view as to how the program will symbolize the following propositions, then ask it to do so by selecting the proposition and choosing To symbols. When you have symbolized the propositions, ask the program to translate them back by selecting each symbol and choosing To English.
Symbolize :
a) Arthur is a nincompoop.
b) Arthur is a cheerful nincompoop.
c) Arthur is a cheerful angry nincompoop.
d) Arthur is a nincompoop that studies.
e) Arthur is a cheerful nincompoop that studies and thinks.