determine the truth value of the statement 15 − 7 = 22 or 4 + 9 = 13, and 9 − 8 = 1. Substitute the truth values for p, q, and r to determine the truth value for the letter’s claim (p /\ q) --> r (F /\ T) --> F F --> F T
15+7*
this is the answer 15+7*
I need the truth value
place T or F in place of those equations for starters
(__ v __) ^ __
can you you me what to input for the answer
im not going to do the work for you ; no.
you seem to have edited it tho .... sneaky
im not sure how the extra stuff fits in to the picture tho; it doesnt fit the question
my instructor said I did it wrong the first time and gave me the addiional information to hlep me
(15 − 7 = 22) or (4 + 9 = 13), and (9 − 8 = 1) lets start by defining the truth value of these statements 15 − 7 = 22 ; True or False? 4 + 9 = 13 ; True or False? 9 − 8 = 1 ; True or False?
false,true,true. I got that part I jus need to input the other
then lets replace them with their truth values (15 − 7 = 22) or (4 + 9 = 13), and (9 − 8 = 1) ( F or T ) and T and write it in notation (F v T) ^ T just like the order of operations, we can do whats inside the (...) first F v T ; does this gives us a True or False result?
(F^T)->T would that be the way
no
the arrow replaces the word "then", it points to a consequence there are no arrows to be had ... yet
So that would give us a true value. Right ?
correct; FvT uses an "or" operator. or is true when at least one of them is true (FvT) = T lets replace that then (F v T) ^ T T ^ T so, can you tell me the truth value of whats left? T ^ T = true or false?
false
lets review the and operator (^) is only true with all of its arguments are true since we have 2 arguments, both are true, we are using the "and" operator ... this tells us that: T^T = T since we are left with only one arguement, there is nothing left to determine .....
(15 − 7 = 22) or (4 + 9 = 13), and (9 − 8 = 1) ( F or T ) and T T and T T
sometimes it really is better just to leave the words inplace :)
Join our real-time social learning platform and learn together with your friends!