Archives: Quizzes & Surveys

8. In which of the year D is born?

a) 1956
b) 1981
c) 1962
d) 1952
e) 1984

9. How is S related to N?

a) Mother
b) Father
c) Sister
d) Daughter
e) Brother-in-law

10. What is the sum of the age of M and S?

a) 60 years
b) 81 years
c) 90 years
d) 52 years
e) 50 years

126. A cube of side P is placed inside a sphere of radius R in such a way that all the vertices of cube touch the sphere. Volume of a cone of radius √3R and height H is 11(11/14) unit2.
Find the correct relation between P and H

a) P⁴=√(H² – 25)
b) P²+ H²= 50
c) P²=0.4H
d) 25/4 P⁴= H²
e) P²H²= 75

127. Find the ratio between the total surface area of the sphere to the lateral surface area of the cube.

a) 44/21
b) 33/14
c) 66/7
d) 22/21
e) None of the above

128. √(x + 45-mn)⁴=5x+Q
One root of the above equation is -10.
Where ‘m’ and ‘n’ are the roots of equation: y² – 11y + 30 = 0
Quantity I: Q^4/5
Quantity II: Q^2/2

a) Quantity I > Quantity Il
b) Quantity | ≥ Quantity Il
c) Quantity | < Quantity Il
d) Quantity I ≤ Quantity Il
e) Quantity | = Quantity Il or relation cannot be determined.

129. Directions: The pie chart given below shows the percentage distribution of the total number of questions attempted by 4 students A, B, C and D.
Total number of questions attempted by all the students = 800

In an exam there are three subjects: English, History and Math papers are 120, 60 and 100 respectively. A student can attempt a maximum of 240 questions.
Find the value of (x – y)
Statement (I)
Among all the given four students, the number of questions attempted by B is highest and that attempted by D is lowest. The difference between the number of questions attempted by A and D is 20.
Statement (II)
The number of questions attempted by B is > 220 and that attempted by D is < 190. The value of x and y are distinct positive integer
Which of the above statements are enough to answer the question?

a) I only
b) Both I and II
c) Either I or II
d) II only
e) Neither of the two

130. Find the total number of questions attempted by D in the test.
Statement (I)
If the number of questions attempted by D is the highest and the number of questions B attempts is the second highest.
Statement (II)
The difference between the total number of questions attempted by B and D is neither 2 nor 6.

a) I only
b) II only
c) Both I and II
d) Neither I or II
e) Either I or II

131. If the number of questions attempted by D in the test is 160 and the number of questions attempted by E is 52 more than the number of questions attempted by B. If the number of questions attempted in history , Math and English are in the ratio 7: 6: 2 respectively by E. Find the difference between the number of questions attempted by E in history and English.

a) 170
b) 180
c) 150
d) 100
e) 120

132. In the question, two quantities (I) and (II) are given. You have to solve both quantities to establish the correct relation between Quantity (I) and Quantity (II) and choose the correct option.
Quantity I:
Quantity II: Value of p² +  q² if q < -1 < p.

a) Quantity I > Quantity lI
b) Quantity I ≥ Quantity lI
c) Quantity I < Quantity lI
d) Quantity I ≤ Quantity lI
e) Quantity I = Quantity Il or relation cannot be determined

133. Below given are series I such that logic followed in series ll is same as the logic followed in series I.
Series I: 60, 120, 24, 48, 9.6, 19.2
Series II: 100, W, X, Y, Z, 32
If an equation has (W/X) and (Y/10) as its roots, then find that equation.

a) x² – 19/2x + 45/2 = 0
b) x² – 87/4x + 3 = 0
c) x² – 32/5x + 8/25 = 0
d) x² – 23/2x + 45/2 = 0
e) x² – 13x + 40 = 0

134. If a series Ill is formed that follows the same logic as that in series I and first term of series Ill is (W – X), find the third term of the series Ill.

a) 64
b) 60
c) 56
d) 48
e) 36

135. Find the difference between the value of (W + Z) and (X + Y).

a) 84
b) 108
c) 120
d) 96
e) 72

136. A 4 digit odd number X whose unit digit is not 5 when divided by a prime number gives resultant as a three digit number Y whose tens place is 0. Sum of digits of X is 8 while that of Y is 5. Which of the following is correct about X and Y
I. X + Y = 1624
Il. Product of digits of X is equal to its sum of digits
III. Difference between the thousandth place of X and Y is 3.

a) Only I
b) Only I and Il
c) All I, II, III
d) Only Il and III
e) None of the above

138. Find the difference between the distance covered by the person from D to B (via point A) and another person from D to B (via point C).

a) 250
b) 240
c) 220
d) 210
e) 260

139. If a person wants to travel from A to C then find the minimum time required to travel this distance.

a) 40 hours
b) 41.5 hours
c) 32 hours
d) 45 hours
e) 31 hours

140. Find sum of the minimum possible time taken to cover distance from A to D and maximum possible time to reach D from A.

a) 43/2 hours
b) 35/2 hours
c) 37/2 hours
d) 41/2 hours
e) 45/2 hours

141. Directions: The table graph given below shows the data about products sold by five shops on three different days of a week.

142. If shop A number of products sold on Monday is 60% more than it sold on Tuesday and number of products sold by shop A on Monday and Wednesday is in the ratio of 8:7, then find the number of products sold by D on Tuesday , If D sold a total of 360 products on all three days and 40% of the total products sold by it was on Monday.

a) 106
b) 108
c) 112
d) 116
e) 118

143. Find the ratio of the total number of products sold by E on Tuesday and the total number of products sold by C on Wednesday.

a) 8: 5
b) 10: 3
c) 11: 2
d) 7: 4
e) 11: 5

144. If percentage of products sold by shop D on Monday and Tuesday out of total is 40% and 20% respectively.If (x – 20) % of products sold by the shop B on Wednesday out of total sold in all days .If number of products sold by shop B on Tuesday is 80. Find the number of products sold by B on Wednesday.

a) 95
b) 50
c) 75
d) 90
e) 100

145. In shop A two types of products P and Q sold on Tuesday for Rs. 150 and Rs. 120 respectively. If the total amount generated is Rs. 13650. Find the difference between the value of P and Q.

a) 15
b) 10
c) 12
d) 9
e) 14

Note:
1. ‘n’ is a positive integer.
2. Difference between 29 and value of B is X, which has 3 factors excluding X itself and those are 5, A, and 13.
Find the value of B + C.

a) 424
b) 320
c) 314
d) 402
e) 356

147. A: (x-2)²= (-3x²) + 2² = 25x – P
        B: (10y² – 3²y +2/3)(3)+10y = 0
One factor of first equation is 5.
Find the value of 7P ÷ 21 × 0.2P – 89.

a) P + 3
b) 2P – 3
c) P + 1
d) 2P + 1
e) None of these

148. What are the two roots of the equation numbered as B?

a) 2/5. 1/2
b) 1/5, 1/9
c) 2/5, 2/9
d) 1/6, 2/5
e) 1/3, 3/5

149. What will be value when smaller root of first equation is multiplied by the largest single digit prime number.

a) 15(3/4)
b) 13(3/4)
c) 15(3/7)
d) 15(3/5)
e) 15(3/8)

150. There are two bags A and B having balls of colours red, blue, green and yellow. They have 3 and 4 coloured balls (not necessarily in same order). Only one of the bags has yellow colour balls. In bag A difference between red and blue colour balls is 6. In both bags, the number of green balls is half of red colour balls. The difference between red and blue balls of bag B is 5. The yellow balls are 3 more than number of green balls in the bag containing yellow balls. Average number of balls in bag A and B are 48 & 37 respectively.
Quantity | : Find the difference between blue balls of A & red balls of bag B.
Quantity lI : Difference between yellow balls of bag containing it and number of green balls in bag B.

a) Quantity | > Quantity lI
b) Quantity | < Quantity lI
c) Quantity | ≥ Quantity lI
d) Quantity | ≤ Quantity lI
e) Quantity | = Quantity lI or relationship cannot be established

151. There are four cities A, B, C, and D which are located at different places such that city B is the east of city A, city C is to the south of city B, and city D is to the west of city C and south of city A. Distance between cities B and C is (20p + 100) km and distance between cities C and D is (p²+ 100) km. Total distance from city A to city D (via cities B and C) is 2700 km.
Train Y takes a total 25 hours to cover the distance between A and D (via B and C).
Table given below shows the time taken by three trains X, Y, and Z to cross a pole and a platform P1.

152. Find the time taken by train Z to cross the pole if the speed of train X is 20% more than the speed of train Z?

a) 15 secs
b) 16 secs
c) 12 secs
d) 13 secs
e) 10 secs

153. Directions: Answer the questions based on the information given below.
In the following question, two missing number series I and II are given.
Series I: 808, 520, 352, 232, A, 160
Series II: 500, 260, 140, 100, B, 88
Find the average of value of B, B + 12, and B + 36.

a) 106
b) 107
c) 104
d) 108
e) 112

154. Which of the following statements) given below is/are correct?
I: A is divisible by 21.
Il: Average of A and 200 is 192.
Ill: A is a prime number.

a) Only I and Ill
b) All I, II, and III
c) Only I
d) Only I and lI
e) Only Il

155. If you multiply a three-digit number by X, the result is 2634. The tens digit of this three-digit numeral equals half the value of ‘X’. Which statement about this number is correct?
I: Unit digit is 9.
II: Sum of its digits is 16.
Ill: Is a prime number.

a) Only I and lI
b) Only I and Ill
c) All I, II, and III
d) Only Il
e) None of these

4. Indian state known as “Spice garden of India spice”:

(a) Karnataka
(b) West Bengal
(c) Kerala
(d) Sikkim

13. Nine Degree Channel separates

(a) Car Nicobar and Great Nicobar
(b) Lakshadweep and Minicoy
(c) Little Andaman and Car Nicobar
(d) North Andaman and South Andaman

14. What does the 17th parallel separate?

(a) South and North America
(b) North and South Korea
(c) South and North Vietnam
(d) South and North Yemen

19. In both the hemispheres the trade winds blow towards the

(a) Equator
(b) Horse latitudes
(c) Sub polar low pressure belts
(d) Poles

20. A narrow strip of land connecting two large land masses is known as

(a) Strait
(b) Isthmus
(c) Headland
(d) Bay