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Admission Tests Graduate Management Admission Test Sample Questions:

1. How many of the Integers from 100 to 999, Inclusive, do NOT contain either the digit 2 or the digit 5 ?

A) 512
B) 343
C) 448
D) 700
E) 648

2. Many large stone heads have been discovered in what was once Olmec territory in Mesoamerica and have facial features similar to those found among people in certain parts of Africa, but it does not necessarily suggest that the founders of Olmec civilization came directly from Africa, since many indigenous peoples of countries such as Cambodia and the Philippines have similar characteristics.

A) Many large stone heads, having been discovered in what was once Olmec territory in Mesoamerica, and with facial features similar to those found among people in certain parts of Africa,
B) Facial features similar to those found among people in certain parts of Africa on many large stone heads discovered in what was once Olmec territory in Mesoamerica
C) Many large stone heads have been discovered in what was once Olmec territory in Mesoamerica and have facial features similar to those found among people in certain parts of Africa, but it
D) There are facial features similar to those found among people in certain parts of Africa on many large stone heads discovered in what was once Olmec territory in Mesoamerica, but it.
E) That many large stone heads discovered in what was once Olmec territory in Mesoamerica have facial features similar to those found among people in certain parts of Africa

3. The sum of the first n positive odd integers is n2 . What is the sum of the of the odd integers from 25 to 79, inclusive?

A) 792-222
B) 802-232
C) 392-122
D) 402-122
E) 802-232

4. At a carnival game, a winning player spins a wheel that always lands on either Prize 1 or Prize 2 to determine which of the two prizes he or she wins. The probability that the prize wheel indicates Prize 2 Is double the probability that It indicates Prize 1. If a player does not want the prize that the prize wheel first indicates, then he or she may spin the wheel again. In such cases, the player must accept whichever prize the prize wheel indicates on the second spin.
Select for Prize I the number nearest to the probability that a winning player who wants Prize 1 will receive Prize 1 after one or two spins of the prize wheel, and select for Prize ^the number nearest to the probability that a winning player who wants Prize 2 will receive Prize 2 after one or two spins of the prize wheel. Make only two selections, one in each column.

5. A quantity of solution that is 3% salt by volume was mixed with a quantity of solution that is 9% salt by volume to produce a quantity of solution that is 4% salt by volume. How many liters of the 9% solution were used?
(1) The quantity of 3% solution was 5 times the quantity of 9% solution.
(2) The quantity of 4% solution produced was 150 liters.

A) BOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is sufficient
B) Statements (1) and (2) TOGETHER are NOT sufficient.
C) EACH statement ALONE is sufficient.
D) Statement (2) ALONE is sufficient, but statement (1) alone is not sufficient.
E) Statement (1) ALONE is sufficient, but statement (2) alone is not sufficient.

Solutions: