Function Posted February 2, 2014 Posted February 2, 2014 (edited) Hello everyone A problem given in my maths book, translated in logical notations: [math]\left(A,\neg(B\lor C)\right)=5[/math] [math]\left(B,\neg (A\lor C)\right)=5[/math] [math]\left(A\land B\right)=4[/math] [math]\neg C=14[/math] [math]\neg (A\lor B\lor C)=1[/math] [math]\left(C\land A\right)\geq 5[/math] [math]\left(B\land B\right)\geq 10[/math] Asked: [math]\left(C,\neg (A\lor B\right)=?[/math] [math]\left((C\lor B),\neg A\right)=?[/math] [math]\left(A\land B\land C\right)=?[/math] Now I've found something, pretty stupid (using a venn-diagram): [math]\left(C,\neg (A\lor B\right)=0[/math] [math]\left((C\lor B),\neg A\right)=15[/math] [math]\left(A\land B\land C\right)=0[/math] Then all the given statements are still true... Don't know if this is the wanted resolution.. Can anyone help me? Thanks. Function Edited February 2, 2014 by Function
Recommended Posts
Create an account or sign in to comment
You need to be a member in order to leave a comment
Create an account
Sign up for a new account in our community. It's easy!
Register a new accountSign in
Already have an account? Sign in here.
Sign In Now