The first thing that distinguishes us is that, to the best of our knowledge, San Antonio GMAT is the only GMAT preparation program in the San Antonio / San Marcos area which coaches exclusively for the GMAT and offers a full-length GMAT preparation course.

Sure, there are other companies offering GMAT courses, but in most cases it is not their principal focus. Typically, these companies offer classes for anything and everything, e.g., SAT, GED, GRE and LSAT. We coach for just one test - the GMAT.

San Antonio GMAT is run by an exceptionally qualified team. Our founder, Dr. Amar, holds an MBA from MIT and a PhD from Berkeley. His background includes corporate experience at some of the best-known blue-chip companies as well as teaching and research at some of the most distinguished universities. Learn more about our faculty.

At San Antonio GMAT we subscribe to the utmost ideals of teaching, with a commitment to provide you the highest quality GMAT coaching uncompromised by profit or expediency. We: Coach for GMAT onlyHire the very best instructorsValue quality of learning above all elseAre locally owned and operatedRun a rigorous classroom program, offered during weekends and weekday evenings for your convenienceEmphasize individual attentionLimit GMAT class size to 12 studentsOffer true 1-1 tutoring as opposed to "small group" tutoringMake 1-1 tutoring available to you even if you are not enrolled in our GMAT classGive you the flexibility to sign up for any amount of 1-1 tutoring, with a minimum requirement of two hoursDo NOT try to sell you programs you do not needOffer a score-improvement guaranteeDo NOT offer "crash courses" or "turbo courses" or the like; instead we remain focused on rigorous, well-paced preparationDo NOT offer virtual or online classes

To learn more about why we choose to be this way, including the company ethos that makes us forgo additional revenue opportunities, please read our philosophy. You will find we are remarkably different from our competitors in the GMAT space.

Have a concern or question that is not covered by the content of this website? Please contact us.

DATA SUFFICIENCY

In the x-y plane, straight lines A and B have slopes p and q respectively. Does A intersect B?

STATEMENT 1. p + q = 0

STATEMENT 2. pq = 0