[ BBA 001 (Section 1 - Analytical ability) ] [next test]
1. If the wind is strong, kites are flown.
If the sky is not clear, kites are not flown.
If the temperature is high, kites are flown.
Assume statements above are true. If kites are flown, which of the following statements       must be true?
I.  The wind is strong.         II.   The sky is clear.     III. The temperature is not high.
I only
II only  
III only   
I & III only  
I, II & III all
2. Last year, the number of cases of rape reported by women in this city increased by 20%. Ironically, these statistics have been cited with approval by advocates of women's rights. Which of the following, if true, would logically explain the seemingly paradoxical approval of the women's rights advocates?
A new city policy of encouraging women to report cases of rape has sharply diminished the number of unreported cases.
The rate of conviction in rape cases in the city has increased over the past three years.
Rape prevention has long been a high priority for leaders of women's rights organizations.
Most of the increase in cases of rape occurred in 3 particularly dangerous neighborhoods  of the city.
Local judges have begun to deal more harshly with those found guilty of committing rape.
3. In an extensive study of the reading habits of magazine subscribers, it was found that an average of between 4 & 5 people actually read each copy of the most popular weekly news magazine. On this basis, we estimate that 12,000 copies of monthly magazine Poetry are actually read by 48,000 to 60,000 people. The above estimate assumes that –
individual magazine readers generally enjoy more than one type of magazine.
most of the readers of Poetry subscribe to the magazine.
the ratio of readers to copies is the same for Poetry as for the weekly news magazine.
the number of readers of the weekly news magazine is similar to the number of readers of Poetry.
most readers enjoy sharing copies of their favorite magazines with friends & family members.
4. A chemist knows the following about the colorless liquid in a certain beaker : 1. If chemical X is added to the liquid, it will turn red.
2. If chemical Y is added to the liquid, it will turn blue.
3. If both chemical X and chemical Y are added to the liquid, it will turn green.
Given the statements above, which of the following must be true?
If the liquid remains colorless, then no chemicals were added.
If the liquid turned green, then both chemical X and chemical Y were added.
If the liquid turned blue, then chemical X was not added.
If the liquid turned blue, then it is possible that chemical Y was added.
If the liquid remained colorless, then it is possible that only chemical X was added.
5. The “Sonic   Bang” occurs when an airplane’s speed cross the speed barrier of
500 miles/hour
1000 mph
1500 mph
the speed of sound
None
7. What does IMF stand for?
Internal Military Force
International Medical Forum
International Monetary Fund
Internal Market Force
Internal Mechanized Ferry
8. The gravitational force on the surface of the Moon is 1/6th that on the Earth's surface. If a man can clear a height of 6 feet with a high jump on Earth, what height, in feet, should he clear on Moon’s surface with a similar high jump?
6
12
18
24
36
8. What is the sum of the next two numbers in the series :  1, 2, 4, 7, 11........?
18
24
30
38
34
9. What is the sixth element in the following set? (XYZ, XZY, YXZ, YZX,   ZXY,----)
XXX
XZZ
YXX
ZYX
ZYY
10. Which of the following numbers is in the middle while arranged in increasing order?
12, 7, 5, 4, 78, 62, 53, 23, 17, 29, 31, 59, 42,
23
29
45
42
17
11. What is the biggest difference between any two of the following numbers?
23, 27, 21, 17, 56, 47, 38, 42, 62, 77,                            75.
55
60
58
57
53
12. Which of the following numbers is not completely divisible by any integer number other than by the number itself and unity?
25
36
57
89
91
13. If 13t/7 is an integer, then t could be any of the following EXCEPT
-91
-7
3
70
91
14. If x and y are two different positive integers and x3 y 2  = 200, then xy =
5
6
10
25
40
15. If the distance between points P, Q & R are equal, which of the following must be true?
I.    P, Q and R are points on a circle with center O.
II.   P and Q are points on a circle with center R.
III.  P, Q and R are vertices of an equilateral triangle.
I
I & II
I & III
II & III
I, II & III
16. If the operation * is defined by *a =  a2  - 2, then  *(*5) is
23
621
527
529
None of these
17. If S is 150 percent of T, then T is what percent of S + T ?
33.33%
40%
50%
75%
80%
18. Sum of 20 consecutive odd positive numbers is 400. What is the sum of the biggest and the smallest of the 20 numbers?
36
38
40
42
44
19. If  m  and  n are negative numbers, which of the following must always be positive ?
      I. m - n             II. m + n             III.  m ¸ n
I only
III only
I & III only
I, II & III
None
20. Length of shadow of a vertical pole on level ground in afternoon is equal to height of the pole time the square root of 3. What is the angle in degrees that the Sun's rays make with level ground at that time?
90
60
45
30
20