since some can imply all, can a stimulus that says "some" have the correct answer choice be "all" because in further lesson we learn that we can only work our way down in implication like all can imply most and most can imply some. What do you mean by some can include all, does that mean the answer choice can have "all" in a "some" stimulus. thank you
#feedback It's a super minuscule detail, but it says, "We groups "all" into group 1." Instead, it should be "We group "all" into group 1" without the "s." Unless my grammar is way off, in which case I will be revisiting my elementary school notes on reading and writing lol
"All" could also be bidirectional, right? All members of a subset are members of the superset. Just as when two sets are identically sized/overlapping, all of the members of one set are members of the other as well.
So could we express some "all" relationships as A B ? If it's appropriate? Or does this open me to a trap I'm missing.
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14 comments
All means all, and that's all that all means.
lol typo, "we groups" in the second paragraph
since some can imply all, can a stimulus that says "some" have the correct answer choice be "all" because in further lesson we learn that we can only work our way down in implication like all can imply most and most can imply some. What do you mean by some can include all, does that mean the answer choice can have "all" in a "some" stimulus. thank you
Does "all" always imply a conditional relationship?
all means all
#feedback It's a super minuscule detail, but it says, "We groups "all" into group 1." Instead, it should be "We group "all" into group 1" without the "s." Unless my grammar is way off, in which case I will be revisiting my elementary school notes on reading and writing lol
"All" could also be bidirectional, right? All members of a subset are members of the superset. Just as when two sets are identically sized/overlapping, all of the members of one set are members of the other as well.
So could we express some "all" relationships as A B ? If it's appropriate? Or does this open me to a trap I'm missing.