Tuesday, February 5, 2008
February - 5th - GRE Test Question - Quants
February - 5th - GRE Test Question - Quants
1. In a triangle the three angles are given as X,X,Y. and the avg of two angles is 65, then what is the possible value of Y in the below options?
A. 60
B. 65
C. 70
D. 75
E. 80
Ans: E
2. Given a two figrures, first figure contains a square with a circle of radius of the circle is 'r' inscribed in it and the area outside the circle(within the square) is shaded . Second figure contains a circle radius of 'r' with a square inscribed in it and the area outside
the square(within the circle) is shaded.
Col A: Area of Shaded region in the first figure
Col B: Area of Shaded region in the Second figure
3. If 2n+1 is the median of seven consecutive integers . What is the mean of the integers?
Ans: 2n+1
4. N divided by 7, leaves remainder of 4. N^2 +5 divided by 7, remainder is?
Sol:0
5. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
6. Given xy>0 & yz<0. Which of the following options are not possible?
A. x>0 & y>0
B. y<0 & z<0
C. y>0 & z>0
7. A person sells 1000 articles at no profit and no loss. If he sells each item after 1000 articles at 0.5$, then he gets a profit of 'P'$. How many such articles did he sold?
A. 2P+1000
B. P/2 +1000.
options are like this.....
8. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
1 Comment - Show Original Post
tabman said...
I don't think its answer is A, the side opposite to angle Q is PR whose length is 13 and for angle Q to be greater then 90 (obtuse angle) the following identity should be true:
13^2 > 12^2 + 7^2
What do you say ?
9. Given 6 symbols...... * , * , ? , ? , ? , $. How number of codes that can be formed from left to right using these 6 symbols... such that repeation is not allowed?
10.There was a ladder given. The ladder is of length 5 and it is displaced i.e slanted downwards such that it falls 'x'mts in height and its horizontal length increases by 'y'mts.
Col A: x
Col B: y
11. M^2 = 4^x+4^x+4^x+4^x. What is the value of M?
1. In a triangle the three angles are given as X,X,Y. and the avg of two angles is 65, then what is the possible value of Y in the below options?
A. 60
B. 65
C. 70
D. 75
E. 80
Ans: E
2. Given a two figrures, first figure contains a square with a circle of radius of the circle is 'r' inscribed in it and the area outside the circle(within the square) is shaded . Second figure contains a circle radius of 'r' with a square inscribed in it and the area outside
the square(within the circle) is shaded.
Col A: Area of Shaded region in the first figure
Col B: Area of Shaded region in the Second figure
3. If 2n+1 is the median of seven consecutive integers . What is the mean of the integers?
Ans: 2n+1
4. N divided by 7, leaves remainder of 4. N^2 +5 divided by 7, remainder is?
Sol:0
5. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
6. Given xy>0 & yz<0. Which of the following options are not possible?
A. x>0 & y>0
B. y<0 & z<0
C. y>0 & z>0
7. A person sells 1000 articles at no profit and no loss. If he sells each item after 1000 articles at 0.5$, then he gets a profit of 'P'$. How many such articles did he sold?
A. 2P+1000
B. P/2 +1000.
options are like this.....
8. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
1 Comment - Show Original Post
tabman said...
I don't think its answer is A, the side opposite to angle Q is PR whose length is 13 and for angle Q to be greater then 90 (obtuse angle) the following identity should be true:
13^2 > 12^2 + 7^2
What do you say ?
9. Given 6 symbols...... * , * , ? , ? , ? , $. How number of codes that can be formed from left to right using these 6 symbols... such that repeation is not allowed?
10.There was a ladder given. The ladder is of length 5 and it is displaced i.e slanted downwards such that it falls 'x'mts in height and its horizontal length increases by 'y'mts.
Col A: x
Col B: y
11. M^2 = 4^x+4^x+4^x+4^x. What is the value of M?
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Tuesday, February 5, 2008
February - 5th - GRE Test Question - Quants
February - 5th - GRE Test Question - Quants
1. In a triangle the three angles are given as X,X,Y. and the avg of two angles is 65, then what is the possible value of Y in the below options?
A. 60
B. 65
C. 70
D. 75
E. 80
Ans: E
2. Given a two figrures, first figure contains a square with a circle of radius of the circle is 'r' inscribed in it and the area outside the circle(within the square) is shaded . Second figure contains a circle radius of 'r' with a square inscribed in it and the area outside
the square(within the circle) is shaded.
Col A: Area of Shaded region in the first figure
Col B: Area of Shaded region in the Second figure
3. If 2n+1 is the median of seven consecutive integers . What is the mean of the integers?
Ans: 2n+1
4. N divided by 7, leaves remainder of 4. N^2 +5 divided by 7, remainder is?
Sol:0
5. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
6. Given xy>0 & yz<0. Which of the following options are not possible?
A. x>0 & y>0
B. y<0 & z<0
C. y>0 & z>0
7. A person sells 1000 articles at no profit and no loss. If he sells each item after 1000 articles at 0.5$, then he gets a profit of 'P'$. How many such articles did he sold?
A. 2P+1000
B. P/2 +1000.
options are like this.....
8. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
1 Comment - Show Original Post
tabman said...
I don't think its answer is A, the side opposite to angle Q is PR whose length is 13 and for angle Q to be greater then 90 (obtuse angle) the following identity should be true:
13^2 > 12^2 + 7^2
What do you say ?
9. Given 6 symbols...... * , * , ? , ? , ? , $. How number of codes that can be formed from left to right using these 6 symbols... such that repeation is not allowed?
10.There was a ladder given. The ladder is of length 5 and it is displaced i.e slanted downwards such that it falls 'x'mts in height and its horizontal length increases by 'y'mts.
Col A: x
Col B: y
11. M^2 = 4^x+4^x+4^x+4^x. What is the value of M?
1. In a triangle the three angles are given as X,X,Y. and the avg of two angles is 65, then what is the possible value of Y in the below options?
A. 60
B. 65
C. 70
D. 75
E. 80
Ans: E
2. Given a two figrures, first figure contains a square with a circle of radius of the circle is 'r' inscribed in it and the area outside the circle(within the square) is shaded . Second figure contains a circle radius of 'r' with a square inscribed in it and the area outside
the square(within the circle) is shaded.
Col A: Area of Shaded region in the first figure
Col B: Area of Shaded region in the Second figure
3. If 2n+1 is the median of seven consecutive integers . What is the mean of the integers?
Ans: 2n+1
4. N divided by 7, leaves remainder of 4. N^2 +5 divided by 7, remainder is?
Sol:0
5. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
6. Given xy>0 & yz<0. Which of the following options are not possible?
A. x>0 & y>0
B. y<0 & z<0
C. y>0 & z>0
7. A person sells 1000 articles at no profit and no loss. If he sells each item after 1000 articles at 0.5$, then he gets a profit of 'P'$. How many such articles did he sold?
A. 2P+1000
B. P/2 +1000.
options are like this.....
8. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
1 Comment - Show Original Post
tabman said...
I don't think its answer is A, the side opposite to angle Q is PR whose length is 13 and for angle Q to be greater then 90 (obtuse angle) the following identity should be true:
13^2 > 12^2 + 7^2
What do you say ?
9. Given 6 symbols...... * , * , ? , ? , ? , $. How number of codes that can be formed from left to right using these 6 symbols... such that repeation is not allowed?
10.There was a ladder given. The ladder is of length 5 and it is displaced i.e slanted downwards such that it falls 'x'mts in height and its horizontal length increases by 'y'mts.
Col A: x
Col B: y
11. M^2 = 4^x+4^x+4^x+4^x. What is the value of M?
1 comment:
-
Anonymous said...
-
8. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
I don't think its answer is A, the side opposite to angle Q is PR whose length is 13 and for angle Q to be greater then 90 (obtuse angle) the following identity should be true:
13^2 > 12^2 + 7^2
What do you say ? -
February 7, 2008 at 12:22 AM
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1 comment:
8. A triangle PQR was given in which lengths of two sides were given as QR = 12 , PR = 13 and the perimeter of the triangle was 32.
Col A: Measure of angle of Q
Col B: 90
Sol: A
I don't think its answer is A, the side opposite to angle Q is PR whose length is 13 and for angle Q to be greater then 90 (obtuse angle) the following identity should be true:
13^2 > 12^2 + 7^2
What do you say ?
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