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ponce.nathan003
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ponce.nathan003
Saturday, Apr 26

Why not in video form?

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ponce.nathan003
Saturday, May 24

is anyone else taking longer times to answer. I decided to take my time in understanding grammar which makes me reread but i thought its ok to take my time for now and let speed come with practice. Any thoughts on if thats a bad strategy or not?

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ponce.nathan003
Saturday, Apr 19

idky yall dont make videos showing clearly this flaw

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ponce.nathan003
Saturday, Apr 19

im confused on the quantifiers. If we say all A's are B's, and we equate themselves logically, can they be interchangeable? A B and All B's are C's (or A = B), we cans say A B/C (because theyre interchangeable .

Why cant it work with some? All A's are B's (or A = B) and B C, therefore A/B C.

Is it all just contextual basing it on what sets youre talking about?

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ponce.nathan003
Monday, Apr 14

its intersting when you use the all quantifier because if you say All b's are c's, youre equating the two. if some of a's are b's and all c's are b's, you can just combine the two some a's are c's because you meshed together b and c as two equal things.

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ponce.nathan003
Tuesday, May 13

holyyy i did all the tanslating into logic pretty well and even did the contapositive but it was so had for me to put it back into the lsat

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ponce.nathan003
Tuesday, Apr 08

the domain rule really helps!

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ponce.nathan003
Monday, Apr 07

is the rule still valid if the conjunction or disjunction were swapped in the conditional argument? In the example, the conjunction is in the necessary. Would the law be applied differently if it were in the sufficient

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ponce.nathan003
Tuesday, Apr 01

Is this the thinking behind the confusing necessary for sufficient?

Pluto is a dog only if he is a mammal, Pluto is a mammal, therefore he is a dog.

Here its much clearer to see the confusion of mixing up the two. Just because pluto is a mammal doesnt mean he is a dog. The only thing it tells us is for him to be a dog, it is necessary for him to be a mammal. But just because he is a mammal, it doesnt mean that we are guaranteed he is a dog.

In logic the invalid principle is called affirming the consequent.

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