How to take contrapositives of conditional statements on the LSAT
Пікірлер: 17
@TomBrooklyn Жыл бұрын
Clear, adequately explained, and succinct. A rare combination. Thumbs up.
@Lsathacks Жыл бұрын
Thank you!
@deborahchitester9772 Жыл бұрын
working through it all what i need more if how where and when to apply this to questions thats what i missed last time.
@Lsathacks8 ай бұрын
The contrapositive is something you’d apply in two ways: 1. If you drew a conditional statement, eg cats have tails, C -> T, then you could draw the contrapositive, ~T -> ~ C. Or you could do that in your head 2. More broadly, if there is a conditional statement, you can recognize the contrapositive is true, even if you don’t draw it. This is the most useful way to- ultimately you just want to know these things. Like if All airplanes have wings, then no airplane = no wings. That’s the contrapositive whether you draw it or not
@lilmokagrl8 жыл бұрын
Lifesaver with this video- seriously made easy to understand- a million thanks!
@Lsathacks8 жыл бұрын
Thanks! I'll have to make more. This was part of an abortive course on sufficient assumption questions I never quite finished. Good to see people are finding it!
@metalblizzard60244 жыл бұрын
Spent 2 grand on an lsat class and hundreds on prep books and this explained this concept better than either of those. Thanks
@GraemeBlake4 жыл бұрын
@@yalelaw I guarantee you haven't!
@TIvy065 жыл бұрын
Thanks for this! I was struggling greatly!
@joshuapearson22173 жыл бұрын
It’s amazing how many videos there are on contrapositives where it’s just assumed everyone understands this
@aaronmindiola80062 жыл бұрын
what if you have a NOR not an OR?
@GraemeBlake Жыл бұрын
A nor would be this: A -> ~B and ~C. So contra positive is B or C -> ~A. Nor is just “not and”
@clearthinking54415 жыл бұрын
Hi could you check my logic, I am slightly confused. We are trying to show, given C then T is logically equivalent to, not T then not C. To show this, consider for a contradiction, not T then C which by definition implies T. Thus, we have, not T implies T (which is a contradiction), and so we must have, not T does not imply C, which is the same as, not T implies not C... I think I am making a mistake.
@jeaninegrimes72362 жыл бұрын
Is there any way to tell when we can or need to negate?
@Lsathacks2 жыл бұрын
Negating is just something you do as part of the contrapositive. Anytime you take the contrapositive, you reverse and negate. Negating isn't something you do in isolation. So like if I say "All cats have tails", we draw that in two ways: Cats --> tails contrapositive: no tail --> not a cat To fully understand the english sentence, you need to know it has both those forms. And if you have either form, to move to the other one you reverse the terms (swap cat and tail) and then negate them (tail becomes no tail, cat becomes not a cat) Hope that helps!