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Rules of implication - Philosophy Math Question?

Topic: Rules of implication - Philosophy Math Question?
July 20, 2019 / By Chita
Question: Hello, This is a philosophy question: In the rules of implication, there is one rule which is addition. The formula is: p/p v q There is a problem that has just the letter H (which I am guessing is P) and they are asking for the conclusion using the addition formula above. Can someone explain how to use addition? Thank you

Best Answers: Rules of implication - Philosophy Math Question?

Aston | 1 day ago
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Originally Answered: Philosophy Essay Question-I have never taken Philosophy! : (?
Start by getting an idea about Plato's Theory of Forms. Every object has it's real existence in the realm of forms. What we see are but imperfect variations on the Form. This can be anything. geometric shape, star, number, type of yoghurt... The supreme form is the Form of the Good. Philosophers progress in wisdom until they apprehend the forms. As someone tried to say but spelt it wrong, compared to this Ari is probably a lot less mystical (because though he uses many serious philosophical arguments when establishing the Forms, it is basically turns out to be quite a mystical idea (Phaedo) and more "empirical". (But there will be more to it than that. He was Plato's pupil, but he wasn't a Platonist. He a different style and different aims as a philosopher, a different notion of what philosophy was really. See section 3 of http://plato.stanford.edu/entries/wisdom... for Aristotle's notion of wisdom for example. So read about Plato's theory of Forms and get a grasp of that (avoid Wikipedia - there is so much good stuff about it which will be more reliable). Philosopher means "lover of wisdom" and for Plato a Wise person, a philosopher is someone who has been trained to apprehend the Forms. Use your intuition combined with critical, logical, thinking. be confident.
Originally Answered: Philosophy Essay Question-I have never taken Philosophy! : (?
I say you start by reading Plato and Aristotle. I did that once, years ago. Any information gleaned from it is long gone.

Abagael
Hello small, sure it's real that there's a near dating among arithmetic and philosophy. Philosophy the very phrase is derived correct from philo and sophy. They imply love and knowledge. So philosophy is love closer to knowledge. Mathematics is the foundation which has given the orderliness for nature to come back out within the correct designed manner. So systematic pondering might have mathematical common sense and so inter dating among the 2. Zero itself is philosophical one. Actually 0 was once first introduced into the scene by means of Indian philosophers. Zero itself is a relative one and it's not present certainly. Sometimes we are saying that the entire construction has pop out of nothingness. But real it's not so. There isn't any such nothingness state. It is handiest the silence of the ever present cognizance. Becoming aware is identical to fitting lively. So cognizance is for ever. That is past time. As 0 is to be regarded as relative consequently infinity too is to be a relative one. So one exists for ever. That is not anything however cognizance. Pure cognizance!
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Sonny
From H you can deduce H v (...) for anything at all inside the parentheses. So you can deduce H v J if you want. Or H v A. Or H v (J --> ~A) if you want. If there's something you're trying to deduce, then that will change how you want to use addition.
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