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Home > GMAT Focus Edition QUANTITATIVE QUESTION > The most difficult questions on the GMAT Mathematics part (Problem Solving (...)
Are you familiar with the top-scoring GMAT QUANTITATIVE (Problem Solving) questions?
We have chosen, based on our experience and feedback with the students who take our GMAT QUANT preparation courses on gmatchile.cl, the problems cataloged with difficulty +805 and we invite them to participate in each one’s forum. Below I present the highest scoring GMAT QUANTITATIVE main problem solving questions.
Periodically visit this page, daily we will publish new word problems and problem solving GMAT QUANT of difficulty 805 +, participate in the forums.
How many even 3 digit integers greater than 700 with distinct non zero digits are there ?
GMAT Problem Solving Questions, Difficulty: 805+ Level, Combinations, Source
Here it is convenient to separate the problem into 3 parts: Explanation By Claudio Hurtado Coach GMAT QUANT, GRE QUANT, SAT QUANT: clasesgmatchile@gmail.com , +56 945 517 215, gmatchile.cl or clasesgmat.es
Two trucks travel from Alphaburg to Betaville along the same route. The speed limit for the first 30 miles is 60 miles per hour. The speed limit for
Difficulty: 805+ Level, Distance/Rate Problems, Word Problems.
Two trucks travel from Alphaburg to Betaville along the same route. The speed limit for the first 30 miles is 60 miles per hour. The speed limit for the next 10 miles is 40 miles per hour, and the limit for the final 60 miles is 55 miles per hour. Truck F has a maximum speed of 70 miles per hour, but Truck S has a speed-limiting governor installed to cap its maximum speed at 50 miles per hour. Truck S departs Alphaburg 12 minutes before Truck F. If each truck travels at the lesser of the speed limit or the maximum speed of the truck, how far from Betaville is the point where Truck F catches up with Truck S?