Wednesday, August 13, 2008
13 aug Gre Quants Question
Quant:
1. If 1 < xy < 4 and 1 < y < 2, then
Col A: x
Col B: y
2. If the speed of a vehicle is x/6 miles for 'y'secs then the speed for Z miles is?
3. A set contains 2 numbers and all the intergers in the set are multiples of an interger M . If the highest integer in the set is 250, then
Col A: m
Col B: 5
4. Given Set A = {5, 6, 7, 8, 9} & Set B = {26, 27, 28, 29, 30}. If one element is chosen from Set A say 'X' and one from Set B say 'Y' then
how many different values of x+y are possible?
5. Col A: 0.9999/0.9998
COlB: 1.0002/1.0003
6. If x and y are prime numbers greater than 10 then which of the following is an even integer?
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
7. When x is divided by 12, it gives a remainder of 5. So what is the remainder if x^2 is divided by 9?
8. Col A: (1/.001)+1/.999
Col B: (1/.002)+1/.998
9. Col A: (-2)^-3
Col B: (-4)^-3
10. If x and y are prime numbers greater than 10 which of the following is an even integer
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
11. If there are 33 balls arranged in 7 boxes which of th following is true.
(i) at laest one box has more than 5
(ii) there are more than one boxes with 4
(iii) there is atlest one box empty
A. I only
B. ii only
C. i and ii
D. i and iii
12. There are 5 terms in a series a1, a2, a3, a4, a5 and an is given as an = n{(-1)^n -1}. Find the difference between the greatest and smallest term?
13. If an amount of 2000$ is given for annual interest at 'r'% rate and if 150$ is received as an interest for 1 year then find the value of r?
14. If (9)^2x * 3^y = 81^y then find x in terms of y?
15. If S = (1, 2, 3, 4, 5) & T = (1, 2, 3, 4, 5) and if 'P' is a product of 'S' and 'T' then how many values of 'P' are possible?
& Few Previous Database Questions
1. If 1 < xy < 4 and 1 < y < 2, then
Col A: x
Col B: y
2. If the speed of a vehicle is x/6 miles for 'y'secs then the speed for Z miles is?
3. A set contains 2 numbers and all the intergers in the set are multiples of an interger M . If the highest integer in the set is 250, then
Col A: m
Col B: 5
4. Given Set A = {5, 6, 7, 8, 9} & Set B = {26, 27, 28, 29, 30}. If one element is chosen from Set A say 'X' and one from Set B say 'Y' then
how many different values of x+y are possible?
5. Col A: 0.9999/0.9998
COlB: 1.0002/1.0003
6. If x and y are prime numbers greater than 10 then which of the following is an even integer?
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
7. When x is divided by 12, it gives a remainder of 5. So what is the remainder if x^2 is divided by 9?
8. Col A: (1/.001)+1/.999
Col B: (1/.002)+1/.998
9. Col A: (-2)^-3
Col B: (-4)^-3
10. If x and y are prime numbers greater than 10 which of the following is an even integer
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
11. If there are 33 balls arranged in 7 boxes which of th following is true.
(i) at laest one box has more than 5
(ii) there are more than one boxes with 4
(iii) there is atlest one box empty
A. I only
B. ii only
C. i and ii
D. i and iii
12. There are 5 terms in a series a1, a2, a3, a4, a5 and an is given as an = n{(-1)^n -1}. Find the difference between the greatest and smallest term?
13. If an amount of 2000$ is given for annual interest at 'r'% rate and if 150$ is received as an interest for 1 year then find the value of r?
14. If (9)^2x * 3^y = 81^y then find x in terms of y?
15. If S = (1, 2, 3, 4, 5) & T = (1, 2, 3, 4, 5) and if 'P' is a product of 'S' and 'T' then how many values of 'P' are possible?
& Few Previous Database Questions
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Wednesday, August 13, 2008
13 aug Gre Quants Question
Quant:
1. If 1 < xy < 4 and 1 < y < 2, then
Col A: x
Col B: y
2. If the speed of a vehicle is x/6 miles for 'y'secs then the speed for Z miles is?
3. A set contains 2 numbers and all the intergers in the set are multiples of an interger M . If the highest integer in the set is 250, then
Col A: m
Col B: 5
4. Given Set A = {5, 6, 7, 8, 9} & Set B = {26, 27, 28, 29, 30}. If one element is chosen from Set A say 'X' and one from Set B say 'Y' then
how many different values of x+y are possible?
5. Col A: 0.9999/0.9998
COlB: 1.0002/1.0003
6. If x and y are prime numbers greater than 10 then which of the following is an even integer?
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
7. When x is divided by 12, it gives a remainder of 5. So what is the remainder if x^2 is divided by 9?
8. Col A: (1/.001)+1/.999
Col B: (1/.002)+1/.998
9. Col A: (-2)^-3
Col B: (-4)^-3
10. If x and y are prime numbers greater than 10 which of the following is an even integer
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
11. If there are 33 balls arranged in 7 boxes which of th following is true.
(i) at laest one box has more than 5
(ii) there are more than one boxes with 4
(iii) there is atlest one box empty
A. I only
B. ii only
C. i and ii
D. i and iii
12. There are 5 terms in a series a1, a2, a3, a4, a5 and an is given as an = n{(-1)^n -1}. Find the difference between the greatest and smallest term?
13. If an amount of 2000$ is given for annual interest at 'r'% rate and if 150$ is received as an interest for 1 year then find the value of r?
14. If (9)^2x * 3^y = 81^y then find x in terms of y?
15. If S = (1, 2, 3, 4, 5) & T = (1, 2, 3, 4, 5) and if 'P' is a product of 'S' and 'T' then how many values of 'P' are possible?
& Few Previous Database Questions
1. If 1 < xy < 4 and 1 < y < 2, then
Col A: x
Col B: y
2. If the speed of a vehicle is x/6 miles for 'y'secs then the speed for Z miles is?
3. A set contains 2 numbers and all the intergers in the set are multiples of an interger M . If the highest integer in the set is 250, then
Col A: m
Col B: 5
4. Given Set A = {5, 6, 7, 8, 9} & Set B = {26, 27, 28, 29, 30}. If one element is chosen from Set A say 'X' and one from Set B say 'Y' then
how many different values of x+y are possible?
5. Col A: 0.9999/0.9998
COlB: 1.0002/1.0003
6. If x and y are prime numbers greater than 10 then which of the following is an even integer?
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
7. When x is divided by 12, it gives a remainder of 5. So what is the remainder if x^2 is divided by 9?
8. Col A: (1/.001)+1/.999
Col B: (1/.002)+1/.998
9. Col A: (-2)^-3
Col B: (-4)^-3
10. If x and y are prime numbers greater than 10 which of the following is an even integer
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
11. If there are 33 balls arranged in 7 boxes which of th following is true.
(i) at laest one box has more than 5
(ii) there are more than one boxes with 4
(iii) there is atlest one box empty
A. I only
B. ii only
C. i and ii
D. i and iii
12. There are 5 terms in a series a1, a2, a3, a4, a5 and an is given as an = n{(-1)^n -1}. Find the difference between the greatest and smallest term?
13. If an amount of 2000$ is given for annual interest at 'r'% rate and if 150$ is received as an interest for 1 year then find the value of r?
14. If (9)^2x * 3^y = 81^y then find x in terms of y?
15. If S = (1, 2, 3, 4, 5) & T = (1, 2, 3, 4, 5) and if 'P' is a product of 'S' and 'T' then how many values of 'P' are possible?
& Few Previous Database Questions
4 comments:
-
Anonymous said...
-
1.D
2. z/y
3.D
4.9
5.A
6.?
7.?
8.A
9.B
10.?
11.None(?...)
12.9
13.7.5
14.x=3y/4
15.14[/b] -
August 16, 2008 at 5:31 PM
-
sivaji maharaj said...
-
can i get the answers for these question..
-
August 18, 2008 at 7:35 PM
-
Unknown said...
-
1. D
2. 6yz/x
3. D
4.25 (5!/(4!1!)*5!/(4!1!)
5. A
6. A(odd*odd=0dd, 0dd*even=even)
7.
8.c [(1+.999)/(.001+.999)+(1+0.001)/(.999+.001)=3]
similarly the another case we get 3 in both the cases.
9.B
10.A
11. A
12. 9
13. 7.5%
14. (3/4)y
15..... -
August 18, 2008 at 11:31 PM
-
Arif Khan said...
-
01. D
02. 6yz/x
03. D
04. 9
05. A
06. A
07. have no idea
08. A
09. B
10. A
11. none (??) i can arrange 33 balls in 7 boxes in any ways...like i can keep max 4 boxes empty or way like 5,5,5,5,5,5,3
12. i have the value 10...because if n=5 then a5=-10, n=3 then a3=-6 but n=any even then a2=2*0=a4...so the smallest value is -10 and greatest value is 0...and difference is 10.....i don't know where i did wrong :(
13. 7.5
14. x=3y/4
15. 25 (??) if it said "possible different values" then it should be 15...am i right?? -
August 19, 2008 at 10:47 AM
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4 comments:
1.D
2. z/y
3.D
4.9
5.A
6.?
7.?
8.A
9.B
10.?
11.None(?...)
12.9
13.7.5
14.x=3y/4
15.14[/b]
can i get the answers for these question..
1. D
2. 6yz/x
3. D
4.25 (5!/(4!1!)*5!/(4!1!)
5. A
6. A(odd*odd=0dd, 0dd*even=even)
7.
8.c [(1+.999)/(.001+.999)+(1+0.001)/(.999+.001)=3]
similarly the another case we get 3 in both the cases.
9.B
10.A
11. A
12. 9
13. 7.5%
14. (3/4)y
15.....
01. D
02. 6yz/x
03. D
04. 9
05. A
06. A
07. have no idea
08. A
09. B
10. A
11. none (??) i can arrange 33 balls in 7 boxes in any ways...like i can keep max 4 boxes empty or way like 5,5,5,5,5,5,3
12. i have the value 10...because if n=5 then a5=-10, n=3 then a3=-6 but n=any even then a2=2*0=a4...so the smallest value is -10 and greatest value is 0...and difference is 10.....i don't know where i did wrong :(
13. 7.5
14. x=3y/4
15. 25 (??) if it said "possible different values" then it should be 15...am i right??
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