Pipes and Cistern - Solved Questions and Answers
Last Updated : 25 Jun, 2025
Question 1: Two pipes, A and B, can fill a tank separately in 12 and 16 hours, respectively. If both of them are opened together when the tank is initially empty, how much time will it take to completely fill the tank?
Solution:
Part of tank filled by pipe A in one hour working alone = 1 / 12
Part of tank filled by pipe B in one hour working alone = 1 / 16
Part of tank filled by pipe A and pipe B in one hour working together = (1 / 12) + (1 / 16) = 7 / 48
Therefore, time taken to completely fill the tank if both A and B work together = 48 / 7 hours
Another Method
Let the capacity of tank be LCM (12, 16) = 48 units
Efficiency of pipe A = 48 / 12 = 4 units / hour
Efficiency of pipe B = 48 / 16 = 3 units / hour
Combined efficiency of pipes A and B = 7 units / hour
Therefore, time taken to completely fill the tank = 48 / 7 hours.
Question 2: Three pipes, A, B, and C, are connected to a tank. Out of the three, A and B are the inlet pipes, and C is the outlet pipe. If opened separately, A fills the tank in 10 hours, B fills the tank in 12 hours, and C empties the tank in 30 hours. If all three are opened simultaneously, how much time does it take to fill / empty the tank?
Solution :
Part of tank filled by pipe A in one hour working alone = 1 / 10
Part of tank filled by pipe B in one hour working alone = 1 / 12
Part of tank emptied by pipe C in one hour working alone = 1 / 30
Part of tank filled by pipes A,B and C in one hour working together = (1 / 10) + (1 / 12) - (1 / 30) = 3 / 20 Therefore, time taken to completely fill the tank if both A and B work together = 20 / 3 hours = 6 hours 40 minutes
Another Method
Let the capacity of tank be LCM (10, 12, 30) = 60 units
Efficiency of pipe A = 60 / 10 = 6 units / hour
Efficiency of pipe B = 60 / 12 = 5 units / hour
Efficiency of pipe C = - 60 / 30 = - 2 units / hour (Here, '-' represents outlet pipe)
Combined efficiency of pipes A, B and C = 6 + 5 - 2 = 9 units / hour
Therefore, time taken to completely fill the tank = 60 / 9 = 6 hours 40 minutes.
Question 3: Three pipes A, B, and C are connected to a tank. Out of the three, A is the inlet pipe and B and C are the outlet pipes. If opened separately, A fills the tank in 10 hours, B empties the tank in 12 hours and C empties the tank in 30 hours. If all three are opened simultaneously, how much time does it take to fill / empty the tank ?
Solution:
Part of tank filled by pipe A in one hour working alone = 1 / 10
Part of tank emptied by pipe B in one hour working alone = 1 / 12
Part of tank emptied by pipe C in one hour working alone = 1 / 30
Part of tank filled by pipes A, B and C in one hour working together = (1 / 10) - (1 / 12) - (1 / 30) = -1 / 60 Therefore, time taken to completely empty the tank if all pipes are opened simultaneously = 1 / 60 hours = 60 hours
Another Method
Let the capacity of tank be LCM (10, 12, 30) = 60 units
Efficiency of pipe A = 60 / 10 = 6 units / hour
Efficiency of pipe B = - 60 / 12 = - 5 units / hour (Here, '-' represents outlet pipe)
Efficiency of pipe C = - 60 / 30 = - 2 units / hour (Here, '-' represents outlet pipe)
Combined efficiency of pipes A, B and C = 6 - 5 - 2 = - 1 units / hour (Here, '-' represents outlet pipe) Therefore, time taken to completely empty the tank = 60 / (1) = 60 hours.
Question 4: A cistern has two pipes. Both working together can fill the cistern in 12 minutes. First pipe is 10 minutes faster than the second pipe. How much time would it take to fill the cistern if only second pipe is used ?
Solution:
Let the time taken by first pipe working alone be 't' minutes.
Time taken by second pipe working alone = t + 10 minutes.
Part of tank filled by pipe A in one hour working alone = 1 / t
Part of tank filled by pipe B in one hour working alone = 1 / (t + 10)
Part of tank filled by pipe A and B in one hour working together = (1 / t) + (1 / t+10) = (2t + 10) / [t x (t + 10)]
But we are given that it takes 12 minutes to completely fill the cistern if both pipes are working together.
(2t + 10) / [t x (t + 10)] = 1 / 12
t x (t + 10) / (2t + 10) = 12
t2 + 10t = 24t + 120
t2 - 14t - 120 = 0
(t - 20) (t + 6) = 0
t = 20 minutes (Time cannot be negative) T
Therefore, time taken by second pipe working alone = 20 + 10 = 30 minutes
Another Method
Let the time taken by first pipe working alone be 't' minutes.
Time taken by second pipe working alone = t + 10 minutes.
Let the capacity of cistern be t x (t + 10) units.
Efficiency of first pipe = t x (t + 10) / t = (t + 10) units / minute
Efficiency of second pipe = t x (t + 10) / (t + 10) = t units / minute
Combined efficiency of pipes = (2t + 10) units / minute
Time taken to fill the cistern completely = t x (t + 10) / (2t + 10)
But we are given that it takes 12 minutes to completely fill the cistern if both pipes are working together.
t x (t + 10) / (2t + 10) = 12
t2 + 10t = 24t + 120
t2 - 14t - 120 = 0
(t - 20) (t + 6) = 0
t = 20 minutes (Time cannot be negative)
Therefore, time taken by second pipe working alone = 20 + 10 = 30 minutes.
Question 5: Three pipes A, B and C are connected to a tank. Out of the three, A and B are the inlet pipes and C is the outlet pipe. If opened separately, A fills the tank in 10 hours and B fills the tank in 30 hours. If all three are opened simultaneously, it takes 30 minutes extra than if only A and B are opened. How much time does it take to empty the tank if only C is opened?
Solution :
Let the capacity of tank be LCM (10, 30) = 30 units
Efficiency of pipe A = 30 / 10 = 3 units / hour
Efficiency of pipe B = 30 / 30 = 1 units / hour
Combined efficiency of pipes A and B = 4 units/hour
Therefore, time taken to completely fill the tank if only A and B are opened = 30 / 4 = 7 hours 30 minutes
Time taken to completely fill the tank if all pipes are opened = 7 hours 30 minutes + 30 minutes = 8 hours
Combined efficiency of all pipes = 30 / 8 = 3.75 units / hour
Now, efficiency of pipe C = Combined efficiency of all three pipes - Combined efficiency of pipes A and B Therefore, efficiency of pipe C = 4 - 3.75 = 0.25 units / hour
Thus, time taken to empty the tank if only C is opened = 30 / 0.25 = 120 hours.
Question 6: Time required by two pipes A and B working separately to fill a tank is 36 seconds and 45 seconds respectively. Another pipe C can empty the tank in 30 seconds. Initially, A and B are opened and after 7 seconds, C is also opened. In how much more time the tank would be completely filled?
Solution:
Let the capacity of the tank be LCM (36, 45, 30) = 180 units
Efficiency of pipe A = 180 / 36 = 5 units / second
Efficiency of pipe B = 180 / 45 = 4 units / second
Efficiency of pipe C = - 180 / 30 = - 6 units / second
Now, for the first 7 seconds, A and B were open.
Combined efficiency of A and B = 5 + 4 = 9 units / second
Part of the tank filled in 7 seconds = 7 x 9 = 63 units
Part of tank empty = 180 - 63 = 117 units
Now, all pipes are opened.
Combined efficiency of all pipes = 5 + 4 - 6 = 3 units / second
Therefore, more time required = 117 / 3 = 39 seconds.
Question 7: Two pipes A and B can fill a tank in 20 hours and 30 hours respectively. If both the pipes are opened simultaneously, find after how much time should pipe B be closed so that the tank is full in 18 hours?
Solution:
Let the capacity of the tank be LCM (20, 30) = 60 units
Efficiency of pipe A = 60 / 20 = 3 units / hour
Efficiency of pipe B = 60 / 30 = 2 units / hour
Combined efficiency of pipes A and B = 5 units / hour
Let both A and B be opened for 'n' hours and then, B be closed and only A be opened for the remaining '18 - n' hours.
5n + 3 x (18 - n) = 60
2n + 54 = 60
2n = 6
n = 3
Therefore, B should be closed after 3 hours.
Question 8: 9 pumps working 8 hours a day can empty a reservoir in 20 days. How many such pumps needed to empty the same reservoir working 6 hours a day in 16 days.
Solution:
Apply formula P1D1H1 /W1= P2D2H2/W2
9 x 20 x 8 = P2 x 16 x 6
P2= 15 pumps required
Question 9: A leak can empty a completely filled tank in 10 hours. If a tap is opened in completely filled tank which admits 4 liters of water per minute, then leak takes 15 hours to empty the tank. How many litres of water does the tank hold?
Solution:
Take LCM (10, 15) = 30
Let leak pipe is A and A’s efficiency = 30/10 = 3
here combine efficiency = 2
So efficiency of the leakage (Pipe A) and another Pipe (Pipe B) which is filling the tank is= 30/15 = 2
Pipe A is emptying at 3 units/hour and Pipe B is filling using then emptying rate down to 2 units/hour.
So, filling pipe efficiency is 3 - 2 = 1 unit/ hour.
Pipe B will fill tank in 30/1=30 hours
Filling rate = 4 litre/minute
It will fill 4 x 60 = 240 litre/hour.
Total capacity= 240 x 30 = 7200 litres
Question 10: A, B and C can fill a tank in 6 hours together. After working for 2 hours, C is closed and A and B fill it in 7 hours more. Find the time taken by C alone to fill the tank?
Solution:
Let the total capacity is 42 units.
(A + B + C) per hour work = 42/6 = 7 units.
They all worked for 2 hour.
Total water filled = 7 x 2 = 14 units.
Remaining capacity= 42 - 14 =28 units.
(A+B)’s efficiency= 28/7 = 4 units/hr
C’s efficiency = 7 - 4 =3 units/hr
C alone can fill the tank in 42/3 = 14 hours
Question 11: A tap drives at a rate of one drop/second and 800 drops = 100 ml. The number of litres water wasted in 30 days of a month is ?
Solution:
1 sec = 1 drop
Number of seconds in 30 days= 30days x 24hrs x 60min x 60sec
Number of milli-liters wasted = (100 x 30days x 24hrs x 60min x 60sec)/800 = 324000 ml
Number of liter= 324000/1000 =324 liters water wasted.
Question 12: Two pipes A and B independently can fill a tank in 20 hours and 25 hours. Both are opened together for 5 hours after which the second pipe is turned off. What is the time taken by first pipe alone to fill the remaining portion of the tank?
Solution:
Total unit water = LCM(20, 25) = 100 unit
A’s efficiency = 100/20 = 5 unit/hour
B’s efficiency =100/25 = 4 unit/hour
After 5 hour the water filled by A and B together = 5 x 9 =45 unit
Remaining unit = 100 - 45 = 55 unit
Time taken by A alone = 55/5 = 11 hours
Similar Reads
Aptitude Questions and Answers Aptitude questions can be challenging, but with the right preparation and practice, you can tackle them with ease. Our comprehensive guide to aptitude questions and answers covers all the essential topics of Aptitude, including Quantitative Aptitude, Logical Reasoning, and Verbal Ability. Whether yo
3 min read
Quantitative Aptitude
What are Numbers?Numbers are symbols we use to count, measure, and describe things. They are everywhere in our daily lives and help us understand and organize the world.Numbers are like tools that help us:Count how many things there are (e.g., 1 apple, 3 pencils).Measure things (e.g., 5 meters, 10 kilograms).Show or
15+ min read
HCF and LCM - Solved Questions and AnswersQuestion 1: Find the greatest number that will divide 72, 96, and 120, leaving the same remainder in each case.Answer:To find the greatest number that will divide these numbers leaving the same remainder, we need to find the Highest Common Factor (HCF) of the differences between the numbers. The dif
12 min read
Pipes and Cistern - Solved Questions and AnswersQuestion 1: Two pipes, A and B, can fill a tank separately in 12 and 16 hours, respectively. If both of them are opened together when the tank is initially empty, how much time will it take to completely fill the tank? Solution: Part of tank filled by pipe A in one hour working alone = 1 / 12 Part o
12 min read
Speed, Time and Distance – Solved Questions and AnswersQuestion 1: A runner can complete a 750 m race in two and a half minutes. Will he be able to beat another runner who runs at 17.95 km/hr? Solution: We are given that the first runner can complete a 750 m race in 2 minutes and 30 seconds or 150 seconds. Speed of the first runner = 750 / 150 = 5 m / s
7 min read
Boats and Streams -Solved Questions and AnswersQuestion 1: A 100 m long train moving at a speed of 60 km/hr passes a man standing on the pavement near a railway track. Find the time taken by the train to pass the man. Solution: Length of the train = 100 m = 0.1 km Speed of the train = 60 km / hr So, the time taken by the train to pass the man =
8 min read
Percentages - Solved Questions and AnswersQuestion 1: A defect-finding machine rejects 0.085% of all cricket bats. Find the number of bats manufactured on a particular day if it is given that on that day, the machine rejected only 34 bats. Solution:Let the total number of bats on that day be n. 0.085 % of n = 34 => (0.085 / 100) x n = 34
8 min read
Ratio and Proportion - Solved Questions and AnswersQuestion 1: If a: b = 5: 9 and b: c = 7: 4, then find a: b: c.Solution: Here, we make the common term ‘b’ equal in both ratios.Therefore, we multiply the first ratio by 7 and the second ratio by 9.So, we have a : b = 35 : 63 and b : c = 63 : 36Thus, a : b : c = 35 : 63 : 36Question 2: Find the mean
5 min read
Mixture and Alligation - Solved Questions and AnswersQuestion 1: From a vessel of 20 liters of pure milk, 1 liter is taken out and replaced with water, so as to keep the volume constant at 20 liters. This process is repeated 5 times. Find the percentage of pure milk left in the vessel after 5 replacements. Solution: Here, we need to apply the formula
3 min read
Algebra Practice Questions Easy LevelAlgebra questions basically involve modeling word problems into equations and then solving them. Some of the very basic formulae that come in handy while solving algebra questions are : (a + b) 2 = a 2 + b 2 + 2 a b(a - b) 2 = a 2 + b 2 - 2 a b(a + b) 2 - (a - b) 2 = 4 a b(a + b) 2 + (a - b) 2 = 2 (
3 min read
Average in MathsAn average is the middle value of a group of numbers. The average is calculated by adding up all the numbers in a group and dividing the total by how many of numbers there are. The image below shows three rows of apples with 6, 11, and 7 apples, and if we take the average of all three rows, we get 8
15 min read
Ages - Solved Questions and AnswersQuestion 1: A’s age after 15 years would be equal to 5 times his age 5 years ago. Find his age 3 years hence.Solution : Let A’s present age be ‘n’ years.According to the question,n + 15 = 5 (n – 5)=> n + 15 = 5 n – 25=> 4n = 40=> n = 10=> A’s present age = 10 yearsTherefore, A’s age 3 ye
4 min read
Profit and Loss - Aptitude Questions and AnswersQuestion 1: A person buys a pen from a wholesaler at Rs. 10 for 20 pens. He sells those pens at Rs. 10 for 15 pens. Find his profit or loss percent. Solution: CP for each pen = 10 / 20 = Rs. 0.50SP for each pen = 10 / 15 = Rs. 2 / 3 Profit = SP - CP = Rs. (2 / 3) - 0.50 = Rs. 1 / 6 Therefore, profit
5 min read
Simple Interest - Solved Questions and AnswersQuestion 1: What would be the annual interest accrued on a deposit of Rs. 10,000 in a bank that pays a 4 % per annum rate of simple interest?Solution : Here, P = 10000, R = 4, T = 1SI = P x R x T / 100SI = 10000 x 4 x 1 / 100SI = 400Thus, the annual interest would be Rs. 400Question 2: A sum of mone
4 min read
Compound Interest - Solved Questions and AnswersQuestion 1: Find the compound interest on Rs. 10,000 at 10% per annum for a time period of three and a half years.Solution:Time period of 3 years and 6 months means for 3 years, the interest is compounded yearly and for the remaining 6 months, the interest is compounded half-yearly. This means that
6 min read
Mensuration 2D - Solved Questions and AnswersImportant Mensuration Formulas2D- ShapeAreaPerimeterSquarea24aRectanglel × b2 (l + b)Circleπr2 2πrScalene Triangle√ [s (s-a) (s-b) (s-c)]Where, s = (a + b + c)/2a + b + cIsosceles Triangle1/2 × base × height2a + bEquilateral triangle√3/4 x23aParallelogrambase × height2 (a + b)Rhombus1/2 × d1 × d24aT
5 min read
Mensuration 3D - Solved Questions and AnswersQuestion 1: Find the length of the largest rod that can be kept in a cuboidal room of dimensions 10 x 15 x 6 m.Solution: Largest rod would lie along the diagonal. Length of largest rod = Length of diagonal of the room = (L2 + B2 + H2)1/2 Length of the largest rod = (102 + 152 + 62)1/2 = (100 + 225 +
3 min read
Height and Distances - Solved Questions and AnswersQuestion 1: From the top of a lighthouse, the angles of depression of two ships are 30 and 45 degrees. The two ships, as it was observed from the top of the lighthouse, were 100 m apart. Find the height of the lighthouse.Solution:Here, we can apply the formula Height = Distance/[cot(original angle)
6 min read
Progression - Aptitude Questions and AnswersProgression (or Sequences and Series) is are mathematical concepts that involve arranging numbers in a particular order based on a repeatable pattern. The topic of Progressions is frequently asked in various competitive exams like SSC, Bank PO, and other government job exams and is a crucial part of
5 min read
Logarithm - Solved Questions and AnswersLogarithm is an important topic that needs to be prepared well for the Quantitative Aptitude section of exams. It requires practicing a lot of questions within a time limit. The logarithmic function is the inverse of the exponential function. It is defined as:y = logax, if and only if x = ay; for x
3 min read
Permutation and Combination - Aptitude Questions and AnswersPermutation and Combination are fundamental concepts in mathematics that deal with arranging and selecting objects from a set. These concepts are crucial in various fields, including probability theory, and statistics. There are different types of questions that you can use to test your understandin
4 min read
Probability - Solved Questions and AnswersQuestion 1: Three unbiased coins are tossed. What is the probability that at most one had occurred? Solution: S = {HHH, HHT, HTH, THH, HTT, THT, TTH, TTT} Favorable outcomes = {HTT, THT, TTH, TTT} Total number of outcomes = 8 Number of favorable outcomes = 4 Required probability = 4 / 8 = 0.50 Quest
11 min read
Introduction to GeometryGeometry is the branch of mathematics that deals with the shapes, angles, dimensions, and sizes of various things that we see in everyday life. It is mainly divided into plane and solid geometry. In plane geometry, 2d shapes such as triangles, squares, rectangles, and circles are studied. Whereas, i
9 min read
Clock - Solved Questions and AnswersClock questions are commonly included in quantitative aptitude exams. These questions typically require the application of basic arithmetic and algebraic concepts to solve problems related to time and time difference between two events.Question 1: Find the angle between the hands of a clock at 3:20
4 min read
Calendar - Solved Questions and AnswersQuestion 1: If January 1st, 2023, is a Sunday, what day of the week will October 31st, 2023?Solution: To solve this problem, we need to count the number of days between January 1st, 2023, and October 31st, 2023, and then find out what day of the week October 31st, 2023, falls on.Total number of days
7 min read
Coding Decoding - Solved Questions and AnswersQuestion 1: If EARTH is written as FCUXM in a certain code. How is MOON written in that code? Solution: Question 2: If DELHI is written as EDMGJ in a certain code. How is NEPAL written in that code?Solution : Question 3: If SYMBOL is written as NZTMPC is it a certain code? How is NUMBER written in t
4 min read
Races and Games - Aptitude Questions and AnswersQuestion 1: In a 100 m race, A beats B by 28 meters. Also, at the finish line, A was 7 seconds ahead of B. Find the time taken by A to complete the race. Solution: According to the question, B covers 28 m in 7 seconds.B's speed = 28 / 7 = 4 m/s Time required by B to complete 100 m = 100 / 4 = 25 s N
5 min read
Data Interpretation - Aptitude Questions and AnswersData interpretation questions are an essential part of the Quantitative Aptitude section. Data Interpretation questions require the ability to analyze and interpret different forms of data, including tables, graphs, charts, and more. With a focus on percentage, ratio and proportion, data interpretat
8 min read
Logical Reasoning
Number Series - Logical Reasoning Aptitude Questions and AnswerNumber Series is a widely asked topic in the Logical Reasoning section of competitive examinations held in India. In these types of questions, there will be a series of numbers given, along with a blank to be filled out. You are given the task of finding out the answer to the blank by figuring out t
12 min read
Alphanumeric Series - Logical Reasoning Questions and AnswerAlphanumeric series is formed by combining both alphabets and numbers. Alphanumeric series sometimes include symbols such as @,&,#, etc. So we can say that the Alphanumeric series is the combination of alphabets, numbers and symbols. This is an important topic that needs to be covered for the Lo
11 min read
Analogy - Logical Reasoning Question and AnswerAnalogy is a topic of Logical Reasoning where two things are compared and conclusions are drawn based on their similarities. Analogies are asked in various forms. These questions are also very important for the Verbal Ability section of competitive examinations like SSC, Banking, RBI, etc. The follo
6 min read
Making Judgements: Reasoning QuestionsJudgement questions are part of the Logical Reasoning section in most of the competitive examinations. Judgement questions are solved by combining the knowledge given in the question and through common sense. Judgement questions must be prepared comprehensively as this is a scoring section in the re
11 min read
Course of Action - Logical Reasoning Questions and AnswerCourse of Action is an important topic that needs to be covered for the Logical Reasoning section of the competitive examinations. It tests the analytical and logical ability of a candidate. The following article covers the concepts, questions, and answers related to the topic.Practicing Statements
6 min read
Statement and Conclusion - Logical Reasoning Questions and AnswerThe Statement and Conclusion section is a part of logical and analytical reasoning, which is frequently asked in all competitive exams, especially in banking sector exams. Statement and conclusion questions are a set of statements followed by conclusions. The general idea to solve such questions is
6 min read
Cause and Effect: Logical Reasoning Questions and AnswersCause and Effect Reasoning Section is one of the most tricky topics of Logical Reasoning section. The questions which come in this section are very easy in nature but they are designed in such a way that they are tricky. Candidates often get confused while solving these problems. It is asked in many
10 min read
Statement and Argument - Logical Reasoning Questions and AnswerArgument is a very important part of analytical reasoning, expressing different opinions for or against something. In competitive examinations, different types of questions are asked from this section in the form of inferences, assumptions, courses of action, syllogisms, etc. This is why argument is
7 min read
Reasoning Tricks to Solve Coding -DecodingCoding -decoding is one of the most common sections included in all competitive exams, which are basically designed for hiring processes and higher education. Many candidates find Coding-Decoding questions challenging to solve, and as a result, they avoid attempting these scoring questions and lose
5 min read
Statement and Assumption - Logical Reasoning Questions and AnswerStatement and Assumption in Logical Reasoning is the most generally asked topic in competitive exams. The fundamental behind such topics is to test the applicant's critical thinking skills. There are a number of statement and assumption questions asked in the various exams, like SSC, Banking, etc. O
6 min read
Venn DiagramVenn diagrams are visual tools used to show relationships between different sets. They use overlapping circles to represent how sets intersect, share elements, or stay separate. These diagrams help categorize items, making it easier to understand similarities and differences. In mathematics, Venn di
14 min read
Logical Reasoning: Verbal Reasoning
Logical Reasoning: Non-Verbal Reasoning
Verbal Ability
Spellings - Verbal Ability Questions and AnswersSpelling Correction is an important topic that needs to be practiced well for the verbal ability section of the competitive exams. Following is the practice set of questions for spelling correction. It is quite an easy topic if you have correct knowledge of English Vocabulary. It is a scoring topic
6 min read
Sentence Completion - Verbal Ability Questions and AnswersSentence completion is a type of question found in the Verbal Ability section of many competitive tests and exams. The aim is to determine the ability to choose the right word or words to complete a sentence. To answer this type of question as quickly and accurately as possible, we should practice s
12 min read
Ordering Of Sentences: Verbal Ability QuestionsRe-arrangement questions are of two types: Sentence re-arrangement and passage re-arrangement. In sentence re-arrangement, we are given a sentence whose words/group of words are jumbled and we have to make a meaningful sentence out of it. In passage re-arrangement, we are given multiple sentences an
6 min read
Reading Comprehension Questions & AnswersComprehension passages are sure-shot scoring questions that are usually asked in competitive examinations. Candidates must practice questions on this topic to score well in the exams. Reading Comprehension is a fundamental skill often tested as part of Verbal Ability in competitive examinations. It
15+ min read
Idioms and Phrases - Verbal Ability Questions and AnswersIdioms and phrases are an important concept of English comprehension, which is often asked in competitive exams. Candidates preparing for competitive exams or interviews must practice the questions of idioms and phrases to score well in the Verbal Ability section. In the following article, we are go
8 min read
Definite and Indefinite Articles ( A, An, The)Definite and Indefinite Articles ( A, An, The)Table of ContentWhat is an Article? Definite and Indefinite ArticlesWhat are Definite Articles?What are Indefinite Articles?Definite and Indefinite Articles ExamplesDifference Between Definite and Indefinite Articles Definite and Indefinite Articles Ques
9 min read
Adjective - Definition, List, Types, Uses and ExamplesWhen we discuss Adjectives, it means those words which well describe a Noun or a Place, Person, Thing, or Idea. An adjective is the only word that can create a major difference between the two.Let's discuss this topic in detail and also bookmark it to get back to the article whenever we want to revi
7 min read
Data Interpretation
Misc