February - 6th - GRE Test Question - Quants

February - 6th - GRE Test Question - Quants

1. Col a: Area of circle with radius '8'
Col b: 3/2 (area of square whose digonal length is 8 )


2. 33 1/2 % of 40% of 600 is what % of 160?


3. Train A is traveling on a straight track at a constant speed of 50 km/hr & Train B is traveling on a straight track at a constant speed of 100km/hr.
Col a: distance traveled by train A
Col b: distance traveled by train B


4. Given a semicircle.If the end the angles formed by lines from end points of diameter to the
circumference was given 90 and the angle between one of the chords and diameter was 'x'.
Col a : x
Col b :45


5. A square was given and another square was formed by joining mid points of the square. If
perimeter of larger square was given k.
Col a: perimeter of smaller square
Col b: k/2

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?