- Posts: 2
- Joined: Jul 26, 2023
- Wed Jul 26, 2023 2:57 pm
#102553
Hello,
As I've been studying LR, I've run into difficulties differentiating between conditional and cause & effect statements. I'm sometimes not sure when I can consider a statement conditional or not. I've found this especially difficult when I see cause & effect statements.
For example, PT68 Section3 #4 says "Over the last few decades, public outcries against pollution have brought about stricter regulations of emissions." This is not considered a conditional statement and instead is considered a casual statement (viewtopic.php?t=14130).
However, PT68 Section3 #21 says "Professor Riley characterized the university president's speech as inflammatory and argued that it was therefore inappropriate." This is considered a conditional statement (viewtopic.php?t=6656).
I can see why #4 can't be represented by a conditional diagram, but I'm having trouble understanding why #21 can. What's the difference between the two? Doesn't "therefore" indicate cause & effect? From my understanding, conditional statements have a sufficient condition that must guarantee a necessary condition, and #21 doesn't seem to fit that definition. Some clarity on this topic would really be appreciated!
Thank you!
As I've been studying LR, I've run into difficulties differentiating between conditional and cause & effect statements. I'm sometimes not sure when I can consider a statement conditional or not. I've found this especially difficult when I see cause & effect statements.
For example, PT68 Section3 #4 says "Over the last few decades, public outcries against pollution have brought about stricter regulations of emissions." This is not considered a conditional statement and instead is considered a casual statement (viewtopic.php?t=14130).
However, PT68 Section3 #21 says "Professor Riley characterized the university president's speech as inflammatory and argued that it was therefore inappropriate." This is considered a conditional statement (viewtopic.php?t=6656).
I can see why #4 can't be represented by a conditional diagram, but I'm having trouble understanding why #21 can. What's the difference between the two? Doesn't "therefore" indicate cause & effect? From my understanding, conditional statements have a sufficient condition that must guarantee a necessary condition, and #21 doesn't seem to fit that definition. Some clarity on this topic would really be appreciated!
Thank you!