Construct a truth table for (~p v q)->p and submit it to the Dropbox. Be sure to
ID: 3108300 • Letter: C
Question
Construct a truth table for (~p v q)->p and submit it to the Dropbox. Be sure to include all
intermediate steps in your table.
4. Construct a truth table for ~q ?(p v q) and submit it to the Dropbox. Be sure to
include all intermediate steps in your table.
Write the argument below in symbols to determine whether it is valid or invalid. State a reason for your conclusion. Specify the p and q you used. Submit your full detailed solution to the dropbox.
If the koi are swimming in the pond, then the birds are chirping.
The birds are chirping.
The koi are swimming in the pond.
Determine which, if any, of the three statements are equivalent. Give a reason for your conclusion. Show complete work and submit your solution to the Dropbox.
I) If the house is not white, then the house is not small.
II) The house is not white and the house is not small.
III) It is false that the house is white or that the house is not small.
Create a Euler diagram to determine whether the syllogism is valid or invalid. Submit your Euler diagram and solution to the Dropbox.
No monkeys eat lizards.
Koko does not eat lizards.
Koko is a monkey.
Explanation / Answer
P Q ~P (~P V Q) (~P V Q)->P
T T F T T
T F F F T
F F T T F
F T T T F