Tuesday, April 22, 2008
April - 22 - GRE Quants Que
Quants:
1. If a set S consisting of 9 even consecutive integers, how many are divisible by 3.
2. Given that the sales of store A increases from 20% to 24% and sales of store B decreases from 24% to 20%
Col A: percentage increase in sales of store A
Col B: percentage decrease insales of store B
3. If x =3
Col A: x^(x^x)
Col B: (x^x)^x
4. Given a polygon which is marked 7t all the sides
col a: perimeter of the polygon
col b : 7t
5. Which cannot be the sum of 3 or more consequetive integers
A. 1
B. 2
C. 3
D. 4
6. If 2^-5
Col B : 1/12
7. A person buys two items of the same kind. If he sells one at 25% of profit and other at 25% of loss then what is the price of the item?(Question is something like this)
8. Given a1, a2, a3,......an, is a series such that an= an - a(n-1), for 2>n. If a1= -5, a2= 4, find the sum of first 50 numbers of the series?
1. If a set S consisting of 9 even consecutive integers, how many are divisible by 3.
2. Given that the sales of store A increases from 20% to 24% and sales of store B decreases from 24% to 20%
Col A: percentage increase in sales of store A
Col B: percentage decrease insales of store B
3. If x =3
Col A: x^(x^x)
Col B: (x^x)^x
4. Given a polygon which is marked 7t all the sides
col a: perimeter of the polygon
col b : 7t
5. Which cannot be the sum of 3 or more consequetive integers
A. 1
B. 2
C. 3
D. 4
6. If 2^-5
Col B : 1/12
7. A person buys two items of the same kind. If he sells one at 25% of profit and other at 25% of loss then what is the price of the item?(Question is something like this)
8. Given a1, a2, a3,......an, is a series such that an= an - a(n-1), for 2>n. If a1= -5, a2= 4, find the sum of first 50 numbers of the series?
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Tuesday, April 22, 2008
April - 22 - GRE Quants Que
Quants:
1. If a set S consisting of 9 even consecutive integers, how many are divisible by 3.
2. Given that the sales of store A increases from 20% to 24% and sales of store B decreases from 24% to 20%
Col A: percentage increase in sales of store A
Col B: percentage decrease insales of store B
3. If x =3
Col A: x^(x^x)
Col B: (x^x)^x
4. Given a polygon which is marked 7t all the sides
col a: perimeter of the polygon
col b : 7t
5. Which cannot be the sum of 3 or more consequetive integers
A. 1
B. 2
C. 3
D. 4
6. If 2^-5
Col B : 1/12
7. A person buys two items of the same kind. If he sells one at 25% of profit and other at 25% of loss then what is the price of the item?(Question is something like this)
8. Given a1, a2, a3,......an, is a series such that an= an - a(n-1), for 2>n. If a1= -5, a2= 4, find the sum of first 50 numbers of the series?
1. If a set S consisting of 9 even consecutive integers, how many are divisible by 3.
2. Given that the sales of store A increases from 20% to 24% and sales of store B decreases from 24% to 20%
Col A: percentage increase in sales of store A
Col B: percentage decrease insales of store B
3. If x =3
Col A: x^(x^x)
Col B: (x^x)^x
4. Given a polygon which is marked 7t all the sides
col a: perimeter of the polygon
col b : 7t
5. Which cannot be the sum of 3 or more consequetive integers
A. 1
B. 2
C. 3
D. 4
6. If 2^-5
Col B : 1/12
7. A person buys two items of the same kind. If he sells one at 25% of profit and other at 25% of loss then what is the price of the item?(Question is something like this)
8. Given a1, a2, a3,......an, is a series such that an= an - a(n-1), for 2>n. If a1= -5, a2= 4, find the sum of first 50 numbers of the series?
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Shoot On Sight is an entertaining drama that addresses racism, politics, .. and terrorism.. It isn�t preachy � just fascinating.. But in the end it pays off as a good, old fashioned police thriller
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