What size does the photo that we upload have to be? Is it 2 x 2 inches (5 x 5 cm)?
Thanks!
@974 @stepharizona288 Nothing is mentioned about the size of the photo on lsac.org. So...
Anyone else have an idea???
What size does the photo that we upload have to be? Is it 2 x 2 inches (5 x 5 cm)?
Thanks!
I think using the biconditionals would be the best way. Thanks guys!
How do you translate this rule...?
K is evaluated either at some time after M or at some time before T, but not both.
Thanks for the help!
@quinnxzhang542 Thank you thank you~ I think I almost get it except... what would then "always apart, never together' rule look like? I know that 'if and/but only if' is one indicator that indicates this biconditional, but are there any other? or is this 'if and/but only if' pretty much the only one?
@mjpina451 Thanks it helped a lot!
@mjpina451
Thanks, if I add the word 'always' to that rule (M and N cannot always be selected together), would that turn this not both rule into a biconditional (always apart, never together)?
Hi, I'm a bit confused with the rule "M and N cannot be selected together."
Is this a biconditional with never together always apart? so, M (--) ~N
Or do I use 'cannot' and think of it as group 4? so, M --> ~N
Which one would be correct?
Thanks for the help.
Can you guys explain PT 9 section 1 question 19?
it reads Editorial: It is clear that if this country's universities were living up to ~~~
I don't get why there is a conclusion indicator (it is clear) in the stimulus.For MBT, we only need premises to derive the must be true conclusion. Is it there just to confuse you?
Thanks
Hi, I'm confused with these statements. They refer to some kind of flaws, but can't seem to pinpoint exactly what they are.
Does anyone know what they're called?
1. The argument assumes without warrant that a condition under which a phenomenon is said to occur is the only condition under which that phenomenon occurs (in other words, the argument assumes that one way is the only way)
2. It sets up a dichotomy between alternatives that are not known to be exclusive. (in other words, the argument assumes a limited number of possibilities when there could be more)
.
"the author assumes one reason when others could be plausible"
Can you tell me the name of this flaw? Thanks in advance!
For Flawed Method of Reasoning section, Manhattan LR only talks about "mismatch between premises and conclusion" and "causation" whereas 7sage and Powerscore talk about many different types of recurring flaws.
I was just wandering why Manhattan chose to do so. Anybody has an idea?
@974 Thanks! How about this one? "The students at this school take math. Mike is a student at this school, so he takkes math."
Could you explain how that is different from this? Thank you!
"The editorial board of this law journal has written on many legal issues. Tom is on the editorial board, so he has written on many legal issues."
It sounds like a valid reasoning... Why is it flawed?
Thanks in advance!
I don't think we can draw any valid inferences from the following two statements, but Manhattan LR says we can (pg.412)
1. Some cars are sedans, and some cars are red.
2. Most children play sports, and some children play instruments.
But no, we can't draw any valid inferences from them right??
For the following statement "I only work on Tuesday," i translated it as Tuesday -> Work.. but I guess it's Work -> Tuesday.
Not sure why. "Only" is group 2 and introduces necessary condition (in this case, it's work). Did I get something wrong?
Thanks!
Hi, I know that there are many words that indicate what groups (universal quantifiers) you are in. Among them, where does the word "even if" belong to? Thanks.
@tutordavidlevine115. Had a question. When you said "referential phrases," are you talking about words like "but" or words like "that, those"?
@2543.hopkins I get it now! Thanks!
@tanes25413. Thanks, but I was asking for denying the conditional statements (group 1~4). Should I just place "It's not the case that" in front of the conditional statements to deny them?
Hey,
I know that there were lessons on denying existential quantifiers, but I couldn't find one for the universal quantifiers...
Can you please tell me how to deny statements with existential quantifiers?
Thanks
@coreyjanson479 Hopeful @nye887085 Thanks! I did look at his explanation. See, L and M could've seen the same film. I understand that G, L, and M cannot all see the same film, but L and M can. Doesn't that fact alone prove "E" to be wrong?
thank you guys!