truth tables and conditionals

1.Give example of conditioanl where, the antecedent is false and the consequent is true, and conditional is true. Also where the conditional is false. 2. Give example of conditional where, the antecedent is false and the consequent is false and the conditional is true. Also, where the conditional is false. 3. Truth tables for the Following: Modus ponens Modus Tollens Fallacy of denying the antecedent Fallacy of affirming the consequent 4. Show by truth tables that the following are truth functionally equivalent Not (P and Q) Not P or not Q

various

1. Being an only child is (necessary, sufficient, or necessary and sufficient) condition for being a sibling? Explain? 2. Truth table for: It is not the case that if the Lakers do not win the championship, then the coach will be fired. Therefore, if the Lakers do win the championship, then the coach will be fired. Is the argument valid according to the truth tables? 3. An example of a conditional that is true, but its contapositive is false?

list of questions that I have tried to deal with and can't seem to grasp

I am trying to answer the following questions. I can not seem to grasp the idea of this information, it is confusing me and I need to be able to see a general idea that will clear it up for me. What is the distinction between opinion and knowledge?How would the two philosophical schools of thought Epistemology and Metaphysics answer this question? Please give examples. The interior angles of a triangle equal 180 degrees. What would a rationalist argue that the foundation of this knowledge claim is? How about an empiricist?

myths

It has been suggestd that virtually all societies share relatively the same myths and archetypes. The forms may change and the characters are different, but the key points are the same across cultures. Indentify one such myth adn trace its presence in three cultures or traditions.

The Mark Mahin cosmological argument for the existence of God.

The Mark Mahin argument for the existence of God based on the flatness problem. From the big bang to actual and critical density of the universe.