[1]
1. The proposition p\Rightarrow\sim (p\wedge \sim q) is
a . contradiction
b. tautology
c. either (a) or (b)
d. none of these
-
UP 0 DOWN 0 0 27
27 Answers
@ philip sry dude typo tha i meant that only
one last query ppl...
are ol of the equivalent and can they be replaced by + as done by philip
\rightarrow \Rightarrow \Leftrightarrow
u just think abt a statement involving if n only if n u ll be able to make truth table . give it atry
how do v draw the truth table for this if nd only if wale sign ki liye...
sriraghav can u plz ans my above ques...
found it in vit brochure..
no ---> and <---> are different.....
u can see this link for <---->
http://targetiit.com/iit_jee_forum/posts/aieee2008_8375.html
Let P,Q,R and S be statments and suppose that if rightarrow P\rightarrow Q\rightarrow R\2.\rightarrow P then \sim S\rightarrow R
a. S\rightarrow \simR
b. \simQ\rightarrowS
Like philip said it is very basic boolean algebra,tautology is when the result is always true,contradiction or fallacy is when the expression always gives false.
wen do v say that a given proposition is a tautology or contradiction ..
what convincing explanation dude
if u have taken computer sc. then it is a sitter
else ...it is a different matter altogether
and i will try to explain
yes gentlemen u r ryt ....
can u plz giv me a convincing explaination.....
assuming the question is right and is
p (implies) not(p and (not)q)