Errata – Advanced GMAT Quant, 1st Edition


Cover for 1st Edition

Release Date:
May 31, 2011

1.0

Page Loc Description Erroneous Text Correction
86 Top In the explanation of #3, the diagram mistakenly circled answer choice A. The correct answer is D, and the letter D should be circled.    
89 Bot The first line of the middle column in the table is incorrect. It should say “If y > 0:” If y < 0: If y > 0:
91 Top Number testing for Statement 1, 2!/2! is not a valid example, because y must be positive. However, if y = 2 and x = 4, then (y + 2)!/x! = 4!/4! = 1, so the statement is still insufficient.    
96 Mid Incorrect numbers used in the explanation of statment (1) from Try-It #4-1 For example, if a = 1 and b = 2, then ab = 2, and if a = 2 and b = 3, then ab = 6. For example, if a = 2 and b = 1, then ab = 2, and if a = 3 and b = 2, then ab = 6.
97 Mid In the first paragraph under the heading “Extract the Equation.” It is very easy to get lazy intellectually… It is very easy to get intellectually lazy…
98 Top The explanation for Statement 2 in question 4-2 gives an incorrect number of Bravos sold. If there were 40 Alphas sold, there were 10 Bravos sold. If there were 40 Alphas sold, there were 5 Bravos sold.
106 Bot In “Try-It #4-9,” statement 1 is incorrectly written. It should say that “a” is equal to “b^2.” (1) a^2 = b^2 (1) a = b^2
151 Mid Question #4 should state that y is a positive integer. The way the question is currently worded, the answer should be E. What is the units digit of y? What is the units digit of positive integer y?
168 Mid The middle term in question #22 should be 12xy, NOT 12x. 4x^2 – 12x + 9y^2 4x^2 – 12xy + 9y^2
169 Top The explanation for question #1 incorrectly translates the original question. (5^[3/2])^x became (5^[2/3])^x. The correct answer should be x = 2/3. 5^(2x/3) = 5
2x/3 = 1
x = 3/2
5^(3x/2) = 5
3x/2 = 1
x = 2/3
171 Bot The final product in question #27 is incorrect. (350 + 320)(350 – 320) = (670)(30) = 2,010 (350 + 320)(350 – 320) = (670)(30) = 20,100
221 Bot Question #7 should specify that m and n are positive.    
256 Mid The figure for #104 is missing.   new image for Figure #104
258 Top The figure for #111 is missing.   new image for Figure #104
263 Bot Question #135 should stipulate that y is a positive integer. If y^4 is divisible by 60, what is the minimum number of distinct factors that y must have? If y^4 is divisible by 60, what is the minimum number of distinct factors that positive integer y must have?