- Sat Aug 18, 2012 12:54 pm
#4886
I have a question. Well, while solving this, I chose D. Even though, this is not an assumption question, but I was wondering what the assumption could be and how the logical reasoning would fit. (<=== this is as per the advice in the Powerscore book)
Premise - Social issues have Pol. implications (PI) and seldom can be settled (can BS) => obligation to provide equal time does arise.
Conclusion - If the program concerns scientific issues => scientific issues' program has no equal time obligation.
Let's try to come up with an assumption chain, leading to conclusion.
Social issues have PI and can BS => Scientific issues have PI and can BS => {CRASH} (I dont have anything to take contrapositive of PRemise because the conclusion requires "no equal time" as a necessary condition. Premise says PI => equal time. How do I get negation of "PI=> equal time"? If I negate PI => equal time to say that ~PI => ~ equal time, then, in effect, I will be reversing the sufficient and necessary conditions, or in other words, If PI =only way=> equal time)
Any thoughts? Please help.
Premise - Social issues have Pol. implications (PI) and seldom can be settled (can BS) => obligation to provide equal time does arise.
Conclusion - If the program concerns scientific issues => scientific issues' program has no equal time obligation.
Let's try to come up with an assumption chain, leading to conclusion.
Social issues have PI and can BS => Scientific issues have PI and can BS => {CRASH} (I dont have anything to take contrapositive of PRemise because the conclusion requires "no equal time" as a necessary condition. Premise says PI => equal time. How do I get negation of "PI=> equal time"? If I negate PI => equal time to say that ~PI => ~ equal time, then, in effect, I will be reversing the sufficient and necessary conditions, or in other words, If PI =only way=> equal time)
Any thoughts? Please help.