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This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 4151. |
Find the missing term in the following sequence. Q1F, ? , U6D , W21C , Y88B , A445A |
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Answer» Find the missing term in the following sequence. |
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| 4152. |
If Netherlands and Portugal lose in the second round, while Spain and Germany make it to the semi-finals, then who would play Brazil in the quarterfinals, in the event Brazil reaches quarterfinals? |
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Answer» If Netherlands and Portugal lose in the second round, while Spain and Germany make it to the semi-finals, then who would play Brazil in the quarterfinals, in the event Brazil reaches quarterfinals? |
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| 4153. |
Find the number of 6 letter words that can be formed using all letters of the English alphabet so that the words contain atleast 3 consonants and each letter of the word is unique in every case? |
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Answer» Find the number of 6 letter words that can be formed using all letters of the English alphabet so that the words contain atleast 3 consonants and each letter of the word is unique in every case? |
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| 4154. |
x is the smallest number such that x/2 is a perfect square and is x/3 is a perfect cube. Then, the number of divisors of x is |
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Answer» x is the smallest number such that x/2 is a perfect square and is x/3 is a perfect cube. Then, the number of divisors of x is |
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| 4155. |
Three coins are placed in such a way that one coin touches the other two (in the same plane). If the radius of each coin is r, what is the area of the triangle that circumscribes this arrangement of coins. |
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Answer» Three coins are placed in such a way that one coin touches the other two (in the same plane). If the radius of each coin is r, what is the area of the triangle that circumscribes this arrangement of coins. |
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| 4156. |
In which room is the Australian player staying? |
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Answer» In which room is the Australian player staying? |
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| 4157. |
What will come in place of the question mark (?) in each of the following series? 3, 22, ?, 673, 2696, 8093 |
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Answer» What will come in place of the question mark (?) in each of the following series? 3, 22, ?, 673, 2696, 8093 |
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| 4158. |
The length of the railway line between cities A and B is 30 km. 3001 rails of equal length are laid with 300 equal gaps between them. The minimum and maximum temperatures are 25∘C and 40∘C during winter and summer respectively. If α of iron is 12×10−6 ∘C−1, find how much gap is to be left between adjacent rails? |
| Answer» The length of the railway line between cities A and B is 30 km. 3001 rails of equal length are laid with 300 equal gaps between them. The minimum and maximum temperatures are 25∘C and 40∘C during winter and summer respectively. If α of iron is 12×10−6 ∘C−1, find how much gap is to be left between adjacent rails? | |
| 4159. |
In semicircle of radius 18 cm , 2 semicircles are drawn of radius 9 cm with the same base and a circle is drawn in remaining space. find radius of circle BFA and AFC are semi circles. Find radius of circle with centre O. |
Answer» In semicircle of radius 18 cm , 2 semicircles are drawn of radius 9 cm with the same base and a circle is drawn in remaining space. find radius of circle BFA and AFC are semi circles. Find radius of circle with centre O. |
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| 4160. |
In how many ways 6 letters can be put in 6 addressed envelopes so that only 3 of them will go in the correct envelopes? |
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Answer» In how many ways 6 letters can be put in 6 addressed envelopes so that only 3 of them will go in the correct envelopes? |
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| 4161. |
The number of candidates passed from institutes S and P together exceeds the number of candidates enrolled from institutes T and R together by: |
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Answer» The number of candidates passed from institutes S and P together exceeds the number of candidates enrolled from institutes T and R together by: |
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| 4162. |
Vaidehi's teacher asks her to find out the average(Arithmetic Mean) of 3 integers x,y and z, given that x 1. (x + y)z = 5 2. (x + z) < 3 |
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Answer» Vaidehi's teacher asks her to find out the average(Arithmetic Mean) of 3 integers x,y and z, given that x |
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| 4163. |
Keeping in mind the inventory, how many legs should be ordered for meeting the demand of week-4 finished tables? |
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Answer» Keeping in mind the inventory, how many legs should be ordered for meeting the demand of week-4 finished tables? |
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| 4164. |
The painting of a hotel can be done by 10 painters in 5 days. But, in reality there were few dabblers in the group of 10 painters and therefore the work took a little over 6 days for completion. A painter worked twice as fast as the dabbler and used 25% less paint than a dabbler used. If 5 litres extra paint was used than expected, then the total paint used in painting the hotel was (in litres) ___ |
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Answer» The painting of a hotel can be done by 10 painters in 5 days. But, in reality there were few dabblers in the group of 10 painters and therefore the work took a little over 6 days for completion. A painter worked twice as fast as the dabbler and used 25% less paint than a dabbler used. If 5 litres extra paint was used than expected, then the total paint used in painting the hotel was (in litres) |
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| 4165. |
What is the ratio between the number of boys and girls speaking both the languages? |
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Answer» What is the ratio between the number of boys and girls speaking both the languages? |
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| 4166. |
By using the given code word, find the code word for 'Better Luck Next Arrive'? |
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Answer» By using the given code word, find the code word for 'Better Luck Next Arrive'? |
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| 4167. |
Statements: M ÷ N, P × Q, P + N Conclusions: I. N + Q II. N - Q |
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Answer» Statements: M ÷ N, P × Q, P + N Conclusions: I. N + Q II. N - Q |
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| 4168. |
An unlimited number of coupons bearing the letters A, B and C are available. What is the possible number of ways of choosing 3 of these coupons so that they cannot be used to spell BAC? |
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Answer» An unlimited number of coupons bearing the letters A, B and C are available. What is the possible number of ways of choosing 3 of these coupons so that they cannot be used to spell BAC? |
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| 4169. |
220 guests are to be transported from A to B. There are four types of buses and there are no constraints on their availability Q65. If the minimum number of buses is the first criterion of transport arrangement, then the minimum possible cost would |
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Answer» 220 guests are to be transported from A to B. There are four types of buses and there are no constraints on their availability
Q65. If the minimum number of buses is the first criterion of transport arrangement, then the minimum possible cost would
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| 4170. |
If A, B and C are three mutually exclusive and exhaustive events. Find P(A), if P(B) = 32 P(A) and P(C) = 12P(B). |
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Answer» If A, B and C are three mutually exclusive and exhaustive events. Find P(A), if P(B) = 32 P(A) and P(C) = 12P(B). |
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| 4171. |
What is the least cost of sending one unit from any refinery to the district AAB?___ |
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Answer» What is the least cost of sending one unit from any refinery to the district AAB? |
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| 4172. |
Three pipes P, Q and R can fill a tank in 12 hours. After working at it together for 4 hours, R is closed. P and Q can fill the remaining tank in 14 hours. What is the number of hours taken by R alone to fill the tank? |
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Answer» Three pipes P, Q and R can fill a tank in 12 hours. After working at it together for 4 hours, R is closed. P and Q can fill the remaining tank in 14 hours. What is the number of hours taken by R alone to fill the tank? |
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| 4173. |
Between two junction stations A and B, there are 12 intermediate stations. The number of ways in which a train can be made to stop at 4 of these stations so that no two of these halting stations are consecutive, is? |
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Answer» Between two junction stations A and B, there are 12 intermediate stations. The number of ways in which a train can be made to stop at 4 of these stations so that no two of these halting stations are consecutive, is? |
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| 4174. |
If Akash stopped playing the game when his gain would be maximized, the gain in Rs. Would have been: |
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Answer» If Akash stopped playing the game when his gain would be maximized, the gain in Rs. Would have been: |
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| 4175. |
A3P means A is the mother of P A4P means A is the brother of P A9P means A is the husband of P A5P means A is the daughter of P Which of the following means that K is the mother-in-law of M? |
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Answer» A3P means A is the mother of P A4P means A is the brother of P A9P means A is the husband of P A5P means A is the daughter of P Which of the following means that K is the mother-in-law of M? |
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| 4176. |
There are 100 employees in an organization across five departments. The following table gives the department-wise distribution of average age, average basic pay and allowances. The gross pay of an employee is the sum of his/her basic pay and allowances. There are limited numbers of employees considered for transfer/promotion across departments. Whenever a person is transferred/promoted from a department of lower average age to a department of higher average age, he/she will get an additional allowance of 10% of basic pay over and above his/her current allowance. There will not be any change in pay structure if a person is transferred/promoted from a department with higher average age to a department with lower average age. If two employees (each with a basic pay of Rs. 6000) are transferred from Maintenance department to HR department and one person (with a basic pay of Rs. 8000) was transferred from Marketing department to HR department, what will be the percentage change in average basic pay of HR department? ___ |
Answer» There are 100 employees in an organization across five departments. The following table gives the department-wise distribution of average age, average basic pay and allowances. The gross pay of an employee is the sum of his/her basic pay and allowances. There are limited numbers of employees considered for transfer/promotion across departments. Whenever a person is transferred/promoted from a department of lower average age to a department of higher average age, he/she will get an additional allowance of 10% of basic pay over and above his/her current allowance. There will not be any change in pay structure if a person is transferred/promoted from a department with higher average age to a department with lower average age. If two employees (each with a basic pay of Rs. 6000) are transferred from Maintenance department to HR department and one person (with a basic pay of Rs. 8000) was transferred from Marketing department to HR department, what will be the percentage change in average basic pay of HR department? |
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| 4177. |
If a, b, c are three positive integers such that a and b are in the ratio 3:4 while b and c are in the ratio 2:1, then which one of the following is a possible value of (a+b+c)? |
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Answer» If a, b, c are three positive integers such that a and b are in the ratio 3:4 while b and c are in the ratio 2:1, then which one of the following is a possible value of (a+b+c)? |
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| 4178. |
The perimeter of a triangle, the sum of the products of the lengths of the sides taken two at a time and the product of the sides are denoted by p, q and r respectively. What is the maximum value of rpq? |
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Answer» The perimeter of a triangle, the sum of the products of the lengths of the sides taken two at a time and the product of the sides are denoted by p, q and r respectively. What is the maximum value of rpq? |
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| 4179. |
How many such pairs of digits are there in the number 132546798 each of which has as many digits between them in the number as when they are arranged in ascending order? |
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Answer» How many such pairs of digits are there in the number 132546798 each of which has as many digits between them in the number as when they are arranged in ascending order? |
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| 4180. |
Choose the word/group of words which is most similar in meaning to the word/ group of underlined words as used in the passage: WORTH |
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Answer» Choose the word/group of words which is most similar in meaning to the word/ group of underlined words as used in the passage: WORTH |
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| 4181. |
A car is being driven in a straight line and at a uniform speed towards the base of a vertical tower. The top of the tower is observed from the car and in the process; it takes 10 minutes for the angle of elevation to change from 45∘ to 60∘. After how much more time will this car reach the base of the tower? |
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Answer» A car is being driven in a straight line and at a uniform speed towards the base of a vertical tower. The top of the tower is observed from the car and in the process; it takes 10 minutes for the angle of elevation to change from 45∘ to 60∘. After how much more time will this car reach the base of the tower? |
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| 4182. |
To build a house at a faster pace, the contractor increases the wages/ hour of each worker by 20% and the working hours by 25% . By how much percent has the daily earnings of each laborer increased___% |
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Answer» To build a house at a faster pace, the contractor increases the wages/ hour of each worker by 20% and the working hours by 25% . By how much percent has the daily earnings of each laborer increased |
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| 4183. |
Study the following table carefully to answer these questions: Percent of Marks obtained by six students in six subjects SubjectHistoryGeographyMathsScienceEnglishHindiMax.Marks75751001505060A826659766265B767265847475C567871668670D648068726680E486883885660F607479648085 What are the average marks obtained by all the students in Science out of 150 ? |
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Answer» Study the following table carefully to answer these questions: |
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| 4184. |
Find out the appropriate word which fits the 8th blank. |
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Answer» Find out the appropriate word which fits the 8th blank. |
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| 4185. |
If number of tennis players is 150 and the male- female ratio of total number of players is 4:1. What is the minimum numbers of male players in cricket? |
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Answer» If number of tennis players is 150 and the male- female ratio of total number of players is 4:1. What is the minimum numbers of male players in cricket? |
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| 4186. |
In the following figure, three circles are given. The two smaller circles are equal. The radius of the larger circle is 8 cm. O is the centre of the larger circle. Find the area of shaded portion. |
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Answer» In the following figure, three circles are given. The two smaller circles are equal. The radius of the larger circle is 8 cm. O is the centre of the larger circle. |
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| 4187. |
(5.863)2−(4.137)2(7.2)2−(2.8)2= |
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Answer» (5.863)2−(4.137)2(7.2)2−(2.8)2= |
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| 4188. |
2x−1x−2−2xx+2=1x−2−4x+2. Find the value of x. |
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Answer» 2x−1x−2−2xx+2=1x−2−4x+2. Find the value of x. |
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| 4189. |
The coordinates of the points A,B and C are (6,3), (-3,5) (4,-2) respectively. P (x,y) is any point in the plane. Show that ar(PBC)÷ar(triangle ABC)=|(x+y−2)÷(7)| |
| Answer» The coordinates of the points A,B and C are (6,3), (-3,5) (4,-2) respectively. P (x,y) is any point in the plane. Show that ar(PBC)÷ar(triangle ABC)=|(x+y−2)÷(7)| | |
| 4190. |
Consider the following statements about the Sukanya Samriddhi Account Scheme. Which of the following is/are correct? |
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Answer» Consider the following statements about the Sukanya Samriddhi Account Scheme. Which of the following is/are correct? |
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| 4191. |
A contest consists of predicting the results win, draw or defeat of 7 foot ball matches. A sent his entry by predicting at random. The probability that his entry will contain exactly 4 correct predictions is: |
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Answer» A contest consists of predicting the results win, draw or defeat of 7 foot ball matches. A sent his entry by predicting at random. The probability that his entry will contain exactly 4 correct predictions is: |
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| 4192. |
If the square of the 7th term of an arithmetic progression with positive common difference equals the product of the 3rd and 17th terms, then the ratio of the first term to the common difference is |
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Answer» If the square of the 7th term of an arithmetic progression with positive common difference equals the product of the 3rd and 17th terms, then the ratio of the first term to the common difference is |
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| 4193. |
In an exam 60% of the candidates passed in maths and 70% candidates passed in English and 10% canidates failed in both the subjects. If 300 candidates passed in both the subjects. The total number of candidates appeared in the exam. if they took test in only two subjects vis-Maths and English. |
| Answer» In an exam 60% of the candidates passed in maths and 70% candidates passed in English and 10% canidates failed in both the subjects. If 300 candidates passed in both the subjects. The total number of candidates appeared in the exam. if they took test in only two subjects vis-Maths and English. | |
| 4194. |
Q28. Which of the following pairs are correctly matched? Select the correct code: |
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Answer» Q28. Which of the following pairs are correctly matched?
Select the correct code: |
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| 4195. |
Q31. Of the three friends, second friend is twice as old as the first and is also thrice as old as the third. If the average age of the three is 44, find the age of oldest person. |
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Answer» Q31. Of the three friends, second friend is twice as old as the first and is also thrice as old as the third. If the average age of the three is 44, find the age of oldest person. |
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| 4196. |
The difference between the sum of the cubes of first n natural numbers and squares of first n natural numbers is |
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Answer» The difference between the sum of the cubes of first n natural numbers and squares of first n natural numbers is |
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| 4197. |
The average weight of 9 men is increased by 2 kg when one of the men, whose weight is 50 kg is replaced by a new man. The weight of the new man is: |
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Answer» The average weight of 9 men is increased by 2 kg when one of the men, whose weight is 50 kg is replaced by a new man. The weight of the new man is: |
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| 4198. |
How many brothers does Ramu have? I. Ramu's father has three children. II. Ramu has two sisters. |
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Answer» How many brothers does Ramu have? I. Ramu's father has three children. II. Ramu has two sisters. |
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| 4199. |
A bank offers two schemes : An amount of Rs. 1000 was deposited in scheme 1 at 5% p.a. simple interest for 6 years. Another amount of Rs. 1200 was deposited in scheme 2 at 6% p.a. in scheme simple interest for 5 years If by mistake, the amount deposited in scheme 1 was deposited in scheme 2 and vice versa. How much profit/loss did the depositor suffer? |
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Answer» A bank offers two schemes : An amount of Rs. 1000 was deposited in scheme 1 at 5% p.a. simple interest for 6 years. Another amount of Rs. 1200 was deposited in scheme 2 at 6% p.a. in scheme simple interest for 5 years If by mistake, the amount deposited in scheme 1 was deposited in scheme 2 and vice versa. How much profit/loss did the depositor suffer? |
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| 4200. |
What was the day of the week on 26th June, 1997? |
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Answer» What was the day of the week on 26th June, 1997? |
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