Post your question in the Comment section below, and a GRE expert will answer it as fast as humanly possible.
- Video Course
- Video Course Overview
- General GRE Info and Strategies - 7 videos (free)
- Quantitative Comparison - 7 videos (free)
- Arithmetic - 42 videos
- Powers and Roots - 43 videos
- Algebra and Equation Solving - 78 videos
- Word Problems - 54 videos
- Geometry - 48 videos
- Integer Properties - 34 videos
- Statistics - 28 videos
- Counting - 27 videos
- Probability - 25 videos
- Data Interpretation - 24 videos
- Analytical Writing - 9 videos (free)
- Sentence Equivalence - 39 videos (free)
- Text Completion - 51 videos
- Reading Comprehension - 16 videos
- Study Guide
- Philosophy
- Office Hours
- Extras
- Prices
Comment on Not divisible by 6
Awesome. Exactly what the Gre
Good question!
Good question!
The fast answer (in the form of a rhetorical question): who doesn't like cute pictures? :-)
The longer answer: we feel that nice/cute/inspiring images on the site creates a positive atmosphere, which is important when preparing for what many find to be an unpleasant test
indeed thats great, being a
Brent, one suggestion in those flashcards, why don't you include word etymology? that will help even further.
Interesting you should
Interesting you should mention that. We're hoping to add that to the site this summer.
Thank you so much! The first
Good to hear!
Good to hear!
Yes, sometimes you just need to give your brain a little time for concepts to "steep" (like tea).
Hi Brent,
First, thank you very much for posting and hence showing us so *many* different ways to approach the questions in this lesson (Integer Properties, Intro to Remainders).
The variety you employ in your solutions somehow makes the patterns and underlying logic in this area more obvious and more comprehensible, especially in the 160-170 level questions. Awesome!
Second, I have a question about strategy in this problem regarding your second approach: after listing possible values of N and finding that answer choice D doesn't work, must we still check answer choice E?
I probably would do so regardless. But what if the answer were B? Would we still need to check the other choices? (Again, if there were time, I would probably do so.)
In this particular context (i.e., we find values of integers that must satisfy constraints dictating how integers behave), there seem to be quite a few occasions in which finding the case that does not satisfy yet another constraint seems to be the definitive result. I am just wondering....
Great question!
Great question!
Since there's only one correct answer, once you determine D doesn't work, you can select D and move on to the next question, BUT if you made a mistake in your calculations, you might incorrectly choose the wrong answer. So, if you're 100% sure your calculations are correct, you can select D and move on.