Great job, congratulations! You got the score I wanted

I'm also interested in what people think of the 77% percentile in Quant.
I got Q47 V45 (740) and was kind of worried about whether it could negatively impact my chances of getting into certain top schools.

I'll say one last thing. I think it's important to enjoy the study process. If you turn this experience into a complete grind, you'll not only remember it as a horrible experience later in life, but it'll severely affect the speed at which you learn as well as how well you understand and integrate t...

You want to know when the best time to plug numbers is, what numbers are dangerous to plug You want to be careful when choosing "smart" numbers for VIC problems. Make sure they're not too smart for your own good. For example, a typical question about two machines running at different rates...

By the time I was done with my first study cycle, it had been two weeks since I'd first exposed myself to a lot of new concepts about NP, FDP's, etc... Going through all of it again (much faster the second time around of course, you don't want to make it a complete torture and drive yourself nuts), ...

I found the books to be very well organized and very well written. All you need to know is in these books, and there's nothing you don't need to know. I have no grounds for comparison because I initially went with MGMAT at the suggestion of one of my friends, but I only have positive things to say a...

Brian, Jared,

Thanks a lot for your answers.

I was definitely confused about the "language" of the problem and what I could legitimately assume from the statements, but it's much clearer now and it finally makes sense.

I think the question must be n+k is a multiple of 35. n is different when divided by 5 and 7.So they need to be expressed by 2 diff variables. n=5a+1 n=6,11,16,21,26,31...... n=7b+3 n=10,17,24,31,38.............. n+k is a multiple of 35.So n+k=35q Try substituting value of k from options.Let start ...

Help with PS#68 from Quant Review 2nd edition.

"When positive integer n is divided by 5, the remainder is 1. When n is divided by 7, the remainder is 3. What is the smallest positive integer k such that k+1 is a multiple of 35?" A. 3 B. 4 C. 12 D. 32 E. 35 Solution B The explanation in the guide is not very clear to me and seems to not...