/prays that its appealing but erroneous because I already missed so much on CR, any points count
rad 6 for math?
Guys what did the question ask for the transportation/impatience question
@IneffableMind I don’t remember the specific wording (maybe you can help me out) but it had “machine” in it. I just don’t think there is enough info in the passage to suggest that creative thinking or the formation of novel ideas is going on while one is walking, but you may be right.
can somebody confirm rad 6, cus there’s been debate on reddit
@mochilate1897 Definitely rad 6. I double-checked that one.
awesome, thanks
@JuicyMango Hmm I don’t completely remember it either but it basically said machines have made walking outdated, which is true, but the question asked what the lines suggested/implied and the author seemed to express remorse that walking was becoming less common by saying we’ll be missing out on daydreaming, courting, etc. The answer about creative thinking seemed to fit the most
Yes the question asked what is suggested about walking (doesn’t matter if people do it anymore )
Since the painted cube question is a standard one that occurs frequently, it is useful to be familiar with other variations. Here is a general solution:
We take a large cube of dimensions n x n x n made of smaller cubes of dimensions 1x1x1 and paint the large cube everywhere on its outer surface.
- The number of cubes painted on 3 sides= 8 (the 8 corner cubes).
- The number of cubes painted on 2 sides=12(n-2) (The cubes painted on 2 sides are the cubes that lie along the edge but are not on a corner. There are n-2 such cubes per edge, and 12 edges.)
- The number of cubes painted on 1 side=6(n-2)^2 (On each face, there is an inner square of cubes not lying along the edge. This inner square has dimensions (n-2)x(n-2). There are 6 faces).
- The number of cubes painted on no sides = (n-2)^3 (If you remove the outer layer of little cubes from the big cube, inside there is a smaller cube that is completely unpainted. The smaller cube has side n-2).
Note that 8 + 12(n-2) + 6(n-2)^2 + (n-2)^3 = n^3 so we see we have accounted for all the little cubes.
The question for incomplete is correct because they are both talking about different aspects of procrastination. The first one is talking about the reasons for procrastination and the other is talking about procrastination being a benefit. Therefore, P2 believes P1 is correct, but he is not talking about the full issue.
Is anyone else canceling his/her score?
i was thinking i might, but might not bc for the act i thought i did really badly and then the curve ended up nice, so hopefully there’s a nice writing/cr curve!
what’s the possible score i’ll get on CR if i miss 10 on without omitting?
according to panda sat calculator, it’s about a 670
@glassflowers thanks!
And do you remember a question with “cryptic” as one of the answer choices?
np!
on the reading or writing?
In writing
Shouldn’t the answer to the octopus question be “their” because the octopus is singular ??
@glassflowers it’s on reading. either one of the sentence completion question or a vocab question on the japanese haiku passage
i think i remember cryptic on the sentence completion
on the haiku passage, i think the only “vocab” sort of question was the tone which i put blunt as