- Sun Aug 26, 2018 12:31 pm
#50099
Dear LSAT masters,
I have trouble thinking about the following sentence in a logical term :
"Joe, who is A, does B"
I know that you diagram this sentence as:
B (sufficient term)
A (necessary term)
B A
But why is that?
How is "Joe, who is A, does B" equivalent to saying "If Joe does B, then he is A"?
Similarly, if I tweak the example sentence a bit, "Joe, who does B, is A," now the diagram becomes:
A (sufficient term)
B (necessary term)
A B
Again, how is "Joe, who does B, is A" equivalent to saying "If Joe is A, then he does B"?
I don't understand. The only way I know how to draw these diagrams is because I just memorized them.
However, I want to understand the logic behind them.
To me,
"Joe, who is A, does B" (the first sentence) AND "Joe, who does B, is A" (the second sentence) are factually the same.
Thanks!
I have trouble thinking about the following sentence in a logical term :
"Joe, who is A, does B"
I know that you diagram this sentence as:
B (sufficient term)
A (necessary term)
B A
But why is that?
How is "Joe, who is A, does B" equivalent to saying "If Joe does B, then he is A"?
Similarly, if I tweak the example sentence a bit, "Joe, who does B, is A," now the diagram becomes:
A (sufficient term)
B (necessary term)
A B
Again, how is "Joe, who does B, is A" equivalent to saying "If Joe is A, then he does B"?
I don't understand. The only way I know how to draw these diagrams is because I just memorized them.
However, I want to understand the logic behind them.
To me,
"Joe, who is A, does B" (the first sentence) AND "Joe, who does B, is A" (the second sentence) are factually the same.
Thanks!