# How many distinct rectangles of area 900 sq.cm. are possible with both their length and breadth being integers, when expressed in em

1.  27

2.  26

3.  12

4.  13

5.  14

5

14

Explanation :
No Explanation available for this question

# Twenty sets of problems on quantitative ability - one set each for the quant section of each AIMCAT from AIMCA T 1 to AIMCAT 20, were prepared by the faculty at T.I.M.E. The quant section of each AlMCAT contained 50 questions of which exactly 35 questions were unique, i.e., they had not been used in the quant section of any of the other 19 AIMCATs. What could be the maximum possible number of questions prepared by the faculty at T.I.M.E. for the quant sections of aU the 20 AIMCA Ts put together

1.  770

2.  810

3.  850

4.  950

5.  1000

5

850

Explanation :
No Explanation available for this question

# In the above question, what could be the minimum possible number of questions prepared

1.  745

2.  750

3.  770

4.  810

5.  715

5

715

Explanation :
No Explanation available for this question

# Let S be the sum of the factorials of the first eight whole numbers. Find the remainder when 5s is divided by 13.

1.    5

2.  12

3.  9

4.  1

5.  11

5

12

Explanation :
No Explanation available for this question

# Huckleberry Finn was rowing upstream on the Mississippi river. When he had covered one kilometer from his starting point. his hat fell into the river and started floating downstream. Finn continued to row upstream for five more minutes before he realized that his hat had fallen off. He then turned back and caught up with the hat just as it reached the starting point. Find the speed of flow of the river.

1.  6 km/hr

2.  8 km/hr

3.  12 km/hr

4.  10 km/hr

5.  Cannot be determined

5

6 km/hr

Explanation :
No Explanation available for this question

# A shopkeeper sells a radio at 10% discount and yet manages a 10% profit. Find his profit/loss percentage, if be were to instead sell the same radio at a discount of 20%.

1.

2.

3.

4.

4

Explanation :
No Explanation available for this question

# A and B are two points on the co-ordinate plane. A is   If B is the reflection of A with respect to a line mx+ny+k=0, find the foot of the perpendicular drawn to the line from the point A.

1.  (-8,8)

2.  (4, -4) 4)

3.  (3/4, -4/3)

4.  cannot be determined

4

(3/4, -4/3)

Explanation :
No Explanation available for this question

# The minimum number of straight Lines required to obtain 16 non overlapping parallelograms is

1.  8

2.  10

3.  17

4.  7

5.  6

5

10

Explanation :
No Explanation available for this question

# Three circles of radi i r, 2r and r are drawn, with their centres on the diagonal of a square, touching one another and the square as shown in the figure. What is the ratio of the radius of the smaller circles to the side of the square

1.  (3 - Ö2)/14

2.  (3Ö2 - 2)/14

3.  (3Ö2 - 2)/7

4.  (3 - Ö2)/7

5.  (3 + Ö2)/7

5

(3Ö2 - 2)/14

Explanation :
No Explanation available for this question

1.  8 : 1

2.  4 : 1

3.  3 : 1

4.  2 : 1

5.  1 : 1

5