gmatophobia wrote:
DS Question 1 - Nov 18 Is x + y an odd integer?
(1) x is an odd integer
(2) x - y is an even integer
Source:
GMAT Club Tests (DS Butler) | Difficulty: Medium
gmatophobia wrote:
PS Question 1- Nov 18If a × b is a positive number and b^2 > ab, then which of the following
can be true?
I. a^2 < b^2 < a < b
II. a < b < a^2 < b^2
III. b < a < a^2 < b^2
A) I only
B) II only
C) III only
D) I & III only
E) I, II & III
Source:
GMATWhiz | Difficulty: Hard
gmatophobia wrote:
DS Question 2 - Nov 18 - A slight modified version to DS Question 1
If at least one of p, q, r is an integer, is p + q + r even?
(1) p−q−r is even.
(2) (p-r)/q is odd
Source : Others | Difficulty : Hard
gmatophobia wrote:
PS Question 2 - Nov 18
When positive integer n is divided by 53, the remainder is 21, and when positive integer p is divided by 53, the remainder is 25. What is the remainder when the product np is divided by 53?
A. 16
B. 32
C. 36
D. 44
E. 48
Source: Others (PS Butler) | Difficulty: Medium
gmatophobia wrote:
DS Question 3 - Nov 18 Line P and Q intersect at a point (2,-5), is the slope of line P is greater than that of line Q?
(1) X intercept of P is less than Q
(2) Y intercept of P is more than Q.
Source:
Expert’s Global | Difficulty: Hard
gmatophobia wrote:
Concept Recap
Are the below statements True or False - Let’s see who gets all correct !
Note: The statements may or may not be correct. If you think a statement is false, please share the correct version.
1) The median of a set with odd number of terms will be always be a member of the set.
2) A polygon is a regular polygon, if length of its sides is same.
3) If x+y = constant, the maximum value of x*y is when x = y.
4) If the diagonal of a quadrilateral is perpendicular to each other, the quadrilateral is either a rhombus or a square.
5) A set X consists of n terms and the arithmetic mean of the set is ’A’. A new term, whose value is same as the arithmetic mean of set X (i.e A) is added to the set. Post this operation the resultant arithmetic mean (say A1) is less than the original mean. (in other words - is A1 < A ?)
6) The product of three consecutive integers is always divisible by 6.
No one answered this
. Here are the answers .
1) The median of a set with odd number of terms will be always be a member of the set.
TRUE
2) A polygon is a regular polygon, if length of its sides is same.
FALSE : The length of the side and the value of the angle should be same.
3) If x+y = constant, the maximum value of x*y is when x = y.
TRUE
4) If the diagonal of a quadrilateral is perpendicular to each other, the quadrilateral is either a rhombus or a square.
FALSE : Can be kite as well.
5) A set X consists of n terms and the arithmetic mean of the set is ’A’. A new term, whose value is same as the arithmetic mean of set X (i.e A) is added to the set. Post this operation the resultant arithmetic mean (say A1) is less than the original mean. (in other words - is A1 < A ?)
FALSE: The mean (average) remains the same when the new term added is same as the existing mean.
6) The product of three consecutive integers is always divisible by 6.
TRUE
PS Question 1 - Nov 19A certain experimental mathematics program was tried out in 2 classes in each of 32 elementary schools and involved 37 teachers. Each of the classes had 1 teacher and each of the teachers taught at least 1, but not more than 3, of the classes. If the number of teachers who taught 3 classes is n, then the least and greatest possible values of n, respectively, are
A) 0 and 13
B) 0 and 14
C) 1 and 10
D) 1 and 9
E) 2 and 8
Source:
Official Guide | Difficulty : Hard
_________________
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