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In your journey to ace the WBP Constable Exam, a solid grasp of mathematical concepts is essential. Among these, averages are a fundamental pillar. Understanding averages not only forms the basis of various mathematical problems but also equips you with a practical tool for real-life situations. From calculating the average score in a sports game to determining the mean income in a group, averages are omnipresent.

This introductory guide will unravel the basics of averages, simplifying complex problems, and offering insights to tackle them effectively during your exam. So, let's embark on a journey to master this mathematical concept, which will not only boost your exam performance but also enhance your quantitative skills in various scenarios. Whether you are new to averages or need a refresher, this guide is your key to success.

So, let's start learning this topic with the definition of Average.

<h2 id="content-id-18936-0">Average</h2>

An average or arithmetic mean of given data is the sum of the given observations divided by the number of observations.

It means,

Average (A) = [Sum of given observation(S)] / [Number of observation(N)]

The average is also called the mean.

Let's take an example to understand this better.

E.g. Find the average of 10, 15, 20, 25, and 30.

Sol: Step 1: First calculate the sum of all the quantities (S)

⇒ 10 + 15 + 20 + 25 + 30 = 100

Step 2: Now count the number of quantities (N)

That is five in this case

Step 3: According to formula divide the sum by number of quantities

A = S / N

A = 100 / 5 = 20

So we got 20 as the average of all the five quantities. (Ans.)

Let’s first deal with some properties of averages to get some clarity of thought on averages.

<h2 id="content-id-18936-1">Properties of Averages</h2>

The some properties of Averages are:

<ul>
	<li>The average of a given data is less than the greatest observation and greater than the smallest observation of the given data. We saw in our last example that the average (20) is between 10 and 30.</li>
	<li>If all the numbers get increased by “a”, then their average must be increased by “a”.</li>
	<li>Similarly, If all the numbers get decreased by “a”, then their average must be decreased by “a”.</li>
	<li>If all the numbers are multiplied by “a”, then their average must be multiplied by “a”.</li>
	<li>Similarly, If all the numbers are divided by “a”, then their average must be divided by “a”.</li>
</ul>

Let's take a look at these examples.

E.g. The weight of A is 60 kg, Weight of B is 45 kg, and the average weight of A, B, and C is 53 kg, find the weight of C.

Sol: Let the weight of C be “x”

Step 1: the sum of all the weights is

⇒ 60 + 45 + x

Step 2: the number of quantities is 3

and as given the average of them is 53

Step 3: so by the formula of averages

⇒ 53 = (60 + 45 + x) / 3

⇒ 53 × 3 = 60 + 45 + x

⇒ 159 = 105 + x

⇒ x = 159 - 105

⇒ x = 54 kg (Ans.)

E.g. A, B, C, D, and E are the five electronic shops in the Naza market. Which have 20, 30, 60, 80 and 50 T.V. sets with them respectively if each of them has imported 12 new T.V. sets then the average of T.V. set is _______.

Sol: First, find out the average without considering the imports of T.V.

According to formula

⇒ A = S / N

⇒ A = (20 + 30 + 60 + 80 + 50) / 5

⇒ A = 240 / 5

⇒ A = 48

As we learned in the properties of the average new average would be = 48 + 12 = 60 (Ans.)

E.g. The average of four numbers is 80. The first number is 1/3 of the sum of three numbers. What would be the first number?

Sol: By rearranging the formula of averages we found that

Sum of all the observations = Average × number of observations

⇒ S = A × N

So according to formula

⇒ S = 80 × 4 = 320

Now let the sum of three numbers excluding the first number be “g”

So, sum of all the four numbers = g + g/3

⇒ g + g/3 = 320

⇒ 4g/3 = 320

⇒ g = 320 × 3/4 = 240

So, the first number would be “g/3" = 240/3 = 80 (Ans.)

Now, let's move on to our next topic i.e. Weighted Average.

<h2 id="content-id-18936-2">Weighted Average</h2>

When the average of groups or sets, instead of individuals, having different numbers of elements is being calculated then it is calculated then it is called weighted average.

Weighted Average = (M1V1 + M2V2)/(M1 + M2)

M1 and M2: These represent the weights assigned to the respective data points. Weights indicate the relative importance or significance of each data point in calculating the weighted average.

V1 and V2: These represent the values or observations of the corresponding data points. These are the actual numerical values that are being averaged, taking into account the assigned weights.

Let's look at some examples to understand this concept.

E.g. The average weight of 17 girls is 20 kg and the average weight of 23 boys is 22 kg. Find the average weight of the class.

Sol: So, there are two groups of people boys and girls that’s why we will use weighted average concept. Here, M1  = 17, V1 = 20, M2 = 23 and V2 = 22.

By putting the values in the formula

⇒ A = (17 × 20 + 22 × 23) / (17 + 23)

⇒ A = (340 + 506) / 40 = 846 / 40 = 21.15 kg (Ans.)

<img alt="Weighted Average" src="https://www.thedhronas.com/admin/assets/uploads/ckeditor/Weighted Average.webp" style="height:200px; width:400px">

E.g. In Plutarch enterprise, 70% of the employees are marketers, 20% are engineers, and the rest are the managers. Marketers make an average salary of Rs. 50,000 a year and engineers make an average of Rs. 80,000. What is the average salary of managers if the average for all employees is also Rs. 80,000?

Sol: Let the average salary of managers be "x".

Multiply each group average by the percent expressed as a decimal:

Marketers = 0.70 × 50,000 = 35,000

Engineers = 0.20 × 80,000 = 16,000

Managers = 0.10 × x = 0.1x

This should add up to the average for all employees

⇒ 35,000 + 16,000 + 0.1x = 80,000

⇒ 0.1x = 80,000 - 51,000

⇒ 0.1x = 29,000

⇒ x = 290,000 rs. (Ans.)

Let us look at few examples and if you are now confident about this section, just try these questions by yourself before looking at my solution.Some of these questions were asked in the WBP Constable Exam. So, please take this section very seriously.

<h2 id="content-id-18936-3">Examples on Averages for Better Understanding</h2>

E.g. A total of 9 students took a test and their average score was 86. If the average score of 4 students was 81, what was the average score for the remaining 5 students? [WBP Constable Exam 2015]

Sol: Average = Sum of score/Total students

9 students took a test and their average score was 86.

Sum of score of 9 students = 86 × 9 = 774 ...(1)

The average score of 4 students was 81.

Sum of score of 4 students = 81 × 4 = 324 ...(2)

From (1) and (2) we get

Sum of score of 5 students = 774 - 324 = 450.

Average score of remaining 5 students = 450/5 = 90 (Ans.)

E.g. The Average of the first 15 odd numbers is: [WBP Constable Exam 2013]

Sol: 15 first odd numbers = 1, 3, 5, 7, 9, 11, 13, 15, 17, 19, 21, 23, 25, 27, 29

Their sum = 1 + 3 + 5 + 7 + 9 + 11 + 13 + 15 + 17 + 19 + 21 + 23 + 25 + 27 + 29 = 225

Average of 15 first odd numbers = 225/15 = 15 (Ans.)

E.g. The average age of 30 girls is 13 years. Of them average of 18 girls is 15 years. What is the average of the rest 12 girls? [WBP Constable Exam 2013]

Sol: Average age of 30 girls = 13 years

Average = (sum of girls age) / (number of girls)

Sum of 30 girls age = 390 

Average age of 18 girls = 15 years

Sum of 18 girls age = 270

Sum of rest 12 girls age = 390 - 270 = 120

Average of rest 12 girls age = 120/12 = 10 years (Ans.)

Mastering the basics of averages is an essential step in your WBP Constable Exam preparation. Averages are a foundational mathematical concept that transcends exams and finds applications in everyday life. Through this guide, you've gained valuable insights into how to calculate and interpret averages.

This knowledge is not only integral to acing your quantitative aptitude test but also equips you with practical skills for various real-life scenarios. As you move forward in your exam preparation, remember that a strong understanding of averages will not only boost your scores but also enhance your problem-solving capabilities. So, embrace this foundational skill and excel in both your exams and daily life.

So, this is all for today. In our next blog, we will discuss the <a href="https://www.thedhronas.com/blog/learn-the-concept-of-change-in-averages-for-wbp-constable-exam" target="_blank">Change in Averages</a>. Till then, stay tuned! If you like this blog, do check out our latest blog on <a href="https://www.thedhronas.com/blog/theory-and-questions-on-percentage-for-wbp-constable-exam" target="_blank">Percentages</a>.

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Learn and Practice the basics of Averages.

Learn the Basics of Averages for WBP Constable Exam

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Welcome to a tailored guide designed to enhance your preparation for the WBP Constable Exam by delving into the nuanced concept of Change in Averages. In the dynamic landscape of competitive exams, a strong command of mathematical principles is paramount, and understanding how averages change is a foundational skill. This resource offers a comprehensive exploration, providing clarity through detailed explanations, practical examples, and strategic problem-solving techniques.

Whether you're a WBP Constable Exam aspirant aiming to strengthen your quantitative aptitude or someone seeking a thorough understanding of changing averages, this guide is crafted to meet your needs. Join us on this educational journey, where conceptual mastery meets strategic application, ensuring you're well-equipped to tackle quantitative challenges in the WBP Constable Exam.

Before start discussing the Change in Averages, just learn the <a href="https://www.thedhronas.com/pdf/blog-learn-the-basics-of-averages-for-wbp-constable-exam.pdf" target="_blank">Basic Concept of Averages</a> by clicking on the embedded link, so that, you can understand this topic better.

<h2 id="content-id-34132-0">Change in Averages</h2>

As, we know the average = [Sum of given observation(S)] / [Number of observation(N)].

So when the number of items increases or decreases, the average would change.

Technically, Change in averages, also known as the mean absolute deviation, is a statistical measure that quantifies the variability or dispersion of a set of data points. It represents the average distance of each data point from the mean of the dataset. A higher change in averages indicates a more spread-out or dispersed dataset, while a lower change in averages suggests a more centralized or tightly clustered dataset.

<img alt="Changes in Average" src="https://www.thedhronas.com/admin/assets/uploads/ckeditor/Changes in Average.webp" style="height:200px; width:400px">

But it's too complicated. So let's try to understand it in simplistic way with different examples.

<h2 id="content-id-34132-1">Addition of Item</h2>

When items are added then the average also changes, let’s try to find out the change in average.

E.g. The average age of 40 students in a class is 15 years. When 10 new students were admitted, the average increased by 0.2 years. Find the average age of new students.

Sol: According to the question, the average age of 40 students is 15.

So, total age = 40 × 15 = 600 Years

When due to addition the average increases by 0.2

So, new average = 15 + 0.2 = 15.2

But the total students also changes due to addition Total students = 40 + 10 = 50

Now, the sum of ages is = 50 × 15.2 = 760

So, the total increment in ages would be 760 - 600 = 160

This is due to those 10 students, so their average would be Average of new students added = 160/10 = 16 Years (Ans.)

<h2 id="content-id-34132-2">Removal of Item</h2>

When items are removed then the average also changes, let’s try to find out the change in average.

E.g. The average salary of 15 teachers is 4500 rs per month. Three teachers left the school and the average salary of the remaining teachers dropped by 175 rs. Find the total salary of the teachers who left the school.

Sol: The average salary of 15 teachers were 4500.

So the total salary of all of them = 15 × 4500 = 67500

Now, 3 teachers left the school, so, total teachers = 15 - 3 = 12

Now, the average salary also drops by 175.

So, the new average = 4500 - 175 = 4325

So, the total salary of 12 teachers = 4325 × 12 = 51900

So, the difference = 67500 - 51900 = 15600 rs (Ans.)

These are a bit tedious tasks and time taking in exams so let’s learn about short-tricks.

Let the average of N items = A

Now, ‘n’ new items are added and the average increases or decreases by ‘x’ then

Average of new items added = A ± (1 + N/n)x

Use "+” when average increases and "-” when average decreases. When n = 1,

Average of new items added = A ± (1 + N)x

E.g. The average age of 40 students in a class is 15 years. When 10 new students are admitted, the average increases by 0.2 years. Find the average age of new students.

Sol: Here, A = 15, N = 40, n = 10, x = 0.2

So by according to formula,

Average of new items added = 15 ± (1 + 40/10)0.2

We will use '+' sign here because the average increases

⇒ Average = 15 + (1 + 4)0.2 = 15 + 5 × 0.2 = 16 Years (Ans.)

In the case of removing items by replacing -N/n in place of N/n in addition’s case.

So, we got the formula for removal Average of new items removed = A ± (1 - N/n)x

Use "+” in case of increase on average and use "-” in case of a decrease in average.

E.g. The average salary of 15 teachers is 4500 rs per month. Three teachers left the school and the average salary of the remaining teachers dropped by 175 rs. Find the total salary of the teachers who left the school.

Sol: Here, A = 4500, N = 15, n = 3, x = 175

Average of new items removed = 4500 ± (1 - 15/3)175

Use "-” because there is a decrease in average Average of new items removed

= 4500 - (1 - 5)175

Average of new items removed = 4500 + 4 × 175 = 4500 + 700 = 5200

Sum of all the salaries of teachers who left = 5200 × 3 = 15600 rs. (Ans.)

<h2 id="content-id-34132-3">Replacement of Item</h2>

Sometimes, when a number of items are removed and these are replaced by the same amount of different items so the quantity remains unchanged.

The average increases/decreases by "x”, let there be N items then,

Sum of new items are added - Sum of removed items = ± Nx

Use "-” when average decreases and "+” when average increases.

E.g. When a man weighing 80 kg is replaced by another man in a group of five people, the average weight decreases by 3 kg. What is the weight of the new man?

Sol: Weight of a new man – the weight of the removed man = -Nx

⇒ Weight of new man - 80 = -5 × 3

⇒ Weight of new man = 80 - 15 = 65 kg (Ans.)

E.g. The average weight of 29 students in a class is 48kg, if the weight of the teacher is included the average weight rises by 500g, find the weight of the teacher.

Sol: Here only one item is added and the increase in average is 0.5 kg.

A = 48, N = 29, n = 1, x = 0.5

According to our formula,

Weight of teacher = A + (N + 1)x

Weight of teacher = 48 + (29 + 1)0.5 = 63 kg (Ans.)

We discussed all types of replacement questions which are essential for your WBP Constable Exam point of view. Let’s discuss some formulae about averages of numbers.

<h2 id="content-id-34132-4">Some Formulae about Averages of Numbers</h2>

These are some formulas to solve the average related questions on numbers.

<ul>
	<li>Average of first n natural numbers = (n + 1)/2</li>
	<li>Average of first n even numbers = (n + 1)</li>
	<li>Average of first n odd numbers = n</li>
	<li>Average of squares of first n natural numbers = (n + 1)(2n + 1)/6</li>
	<li>Average of cubes of first n natural numbers = [n(n + 1)2]/4</li>
</ul>

E.g. What is the average of numbers from 1 to 100?

Sol: According to formula, A = (n + 1)/2

⇒ A = (100 + 1)/2 = 101/2 = 50.5

E.g. What is the average of the first 5 even numbers?

Sol: As we know first 5 even numbers are 2, 4, 6, 8 and 10.

Their sum is 2 + 4 + 6 + 8 + 10 = 30

Average = 30/5 = 6

According to the formula: n + 1 = 5 + 1 = 6 (Ans.)

Let us look at few examples and if you are now confident about this section, just try these questions by yourself before looking at my solution. Some of these questions were asked in the WBP Constable Exam. So, please take this section very seriously.

<h2 id="content-id-34132-5">Examples on Averages for Better Understanding</h2>

E.g. If the average of 7 consecutive numbers is 20, what is the largest number? [WBP Constable Exam 2019]

Sol: Let, a, a + 1, a + 2, ..., a + 6 are the 7 consecutive numbers. So,

Average = 20 = [a + (a + 1) + (a + 2) + (a + 3) + (a + 4) + (a + 5) + (a + 6)]/7

⇒ 20 = (7a + 21)/7

⇒ 7a + 21 = 140

⇒ a = (140 - 21)/7 = 17

So, the largest number is (a + 6) = 17 + 7 = 24 (Ans.)

If you remember a question in our previous blog regarding the average of first 15 odd numbers, then you now after the formulas given above, you can clearly answer this question within no time i.e. the average of first 15 odd numbers is 15.

E.g. The average of first 10 even numbers is [WBP Constable Exam 2021]

Sol: We know that, average of first n even numbers = (n + 1)

⇒ Average of first 10 even numbers = (10 + 1) = 11 (Ans.)

E.g. The average weight of 8 persons increases by 2.5 kg when a new person comes in place of one of them weighing 65 kg. What might be the weight of the new person? [WBP Constable Exam 2020]

Sol: Let, the average of 8 persons be x and the weight of new person is y.

⇒ Total weight of 8 persons = x × 8 = 8x

According to the question,

⇒ 8(x + 2.5) = (8x - 65 + y)

⇒ 8x + 20 = 8x - 65 + y

⇒ y = 85 (Ans.)

Concluding this comprehensive guide on the Concept of Change in Averages for the WBP Constable Exam, you've gained valuable insights and skills crucial for quantitative success. Armed with a deep understanding of how averages evolve, you're well-prepared to navigate the mathematical challenges of the exam. Apply this knowledge strategically, approach problems with confidence, and elevate your quantitative performance.

As you embark on your WBP Constable Exam journey, carry the proficiency acquired here, knowing that a solid grasp of changing averages is a key asset in achieving success in the competitive landscape. So, this is all for today. In our next blog, we will discuss the <a href="https://www.thedhronas.com/blog/learn-the-basics-of-ratios-and-proportions-for-wbp-constable-exam">The Basics of Ratios and Proportions</a> for WBP Constable Exam. Till then, stay tuned!

Learn and Practice the concept of Changes in Average.

Learn the Concept of Change in Averages for WBP Constable Exam

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Let's delve into what makes the Dhronas the Best Coaching in Siliguri. <img alt="Best Coaching in Siliguri" src="https://www.thedhronas.com/admin/assets/uploads/ckeditor/Best_Coaching_in_Siliguri.webp" style="height:338px; width:600px"> [Source: The Dhronas] <h2 id="content-id-1730035938746-0">Best Coaching in Siliguri - About The Dhronas</h2> The Dhronas, founded by Raja Bhattacharjee, Aloke Banerjee, Amit Kumar Das, and Pravin Chettri, is West Bengal's leading online and offline coaching platform, offering an affordable and comprehensive learning experience for graduates and soon-to-be graduates aspiring for government jobs. With over 10 years of experienced faculty, the Dhronas has successfully guided more than 1,000 students, providing them with an extensive practice platform to excel in competitive exams and secure top ranks. The Dhronas has earned praise for its strong dedication to quality education. By keeping batch sizes small, with only 25 students, the institute ensures personalized attention for each student. Located strategically in Siliguri, the Dhronas has become a top choice for students seeking a transformative learning experience. <h2 id="content-id-1730035938755-1">Best Coaching in Siliguri - Why Choose The Dhronas</h2> Are you ready to embark on a journey towards success in the government exam? Look no further, because the Dhronas in Siliguri stands as the leading light that directs aspiring individuals towards success. At the Dhronas, we take pride in offering a diverse range of services. These services are meticulously designed and delivered with utmost dedication to excellence. Whether it be educational, professional, or personal development, the Dhronas strives to be your trusted partner on your journey to success. <ul> <li>One-to-One Mentorship: Our Mentorship Sessions play a crucial role in ensuring that every student comprehensively grasps the subject matter, leaving no room for uncertainties or doubts. Through these sessions, our goal is to help you develop a deep and thorough understanding that goes beyond basic knowledge, enabling you to truly master the subject matter.</li> <li>Daily Practice Sessions: We adhere to the principle that "practice leads to perfection," and our curriculum aligns with this philosophy. Our technologically advanced platform is designed to offer students the most effective analysis and support.</li> <li>Personalized Study Material: We offer study materials that cater to each student's needs. Recognizing that a one-size-fits-all approach may not yield optimal results, our study materials are carefully optimized to cater to students at various levels of preparation.</li> <li>Weekly Sessions: Regular weekly interactions with students are prioritized to ensure ongoing motivation and effective grooming of the students.</li> </ul> Enrolling in the Best Coaching in Siliguri is not just a decision; it's a commitment to your own success. Come join us on this exciting journey as we aim to set new standards for coaching in the eastern region of India. <h2 id="content-id-1730035938755-2">Best Coaching in Siliguri - Study Material</h2> Still unsure whether to join the Dhronas, the Best Coaching in Siliguri? By the end of this segment, you'll be convinced after learning about everything the Dhronas has to offer. <ul> <li>Daily Current Affairs: Staying updated with current affairs is essential for the government exams. 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When aiming to crack the government&nbsp;exams, finding the right coaching institute can make all the difference. Siliguri, a rapidly growing educational hub in Siliguri, offers several top-notch coaching centers that provide comprehensive training for government&nbsp;aspirants. In this blog, we will explore Dhronas, the Best&nbsp;coaching in Siliguri, highlighting their unique features, faculty expertise, and success rates to help you make an informed decision on your journey to becoming a civil servant. With its experienced faculty, tailored study programs, and a proven track record of producing top-rankers, the Dhronas has become a trusted name for those serious about their&nbsp;preparation. Let&#39;s delve into what makes the Dhronas the Best&nbsp;Coaching in Siliguri.

<img alt="Best Coaching in Siliguri" src="https://www.thedhronas.com/admin/assets/uploads/ckeditor/Best_Coaching_in_Siliguri.webp" style="height:338px; width:600px" />

[Source: The Dhronas]

<h2>Best&nbsp;Coaching in Siliguri - About The Dhronas</h2>

The Dhronas, founded by Raja Bhattacharjee, Aloke Banerjee, Amit Kumar Das, and Pravin Chettri, is West Bengal&#39;s leading online and offline coaching platform, offering an affordable and comprehensive learning experience for graduates and soon-to-be graduates aspiring for government jobs. With over 10 years of experienced faculty, the Dhronas has successfully guided more than 1,000 students, providing them with an extensive practice platform to excel in competitive exams and secure top ranks.

The Dhronas has earned praise for its strong dedication to quality education. By keeping batch sizes small, with only 25 students, the institute ensures personalized attention for each student. Located strategically in Siliguri, the Dhronas has become a top choice for students seeking a transformative learning experience.

<h2>Best&nbsp;Coaching in Siliguri - Why Choose The Dhronas</h2>

Are you ready to embark on a journey towards success in the government exam? Look no further, because the Dhronas in Siliguri stands as the leading light that directs aspiring individuals towards success. At the Dhronas, we take pride in offering a diverse range of services. These services are meticulously designed and delivered with utmost dedication to excellence. Whether it be educational, professional, or personal development, the Dhronas strives to be your trusted partner on your journey to success.

<ul>
	<li>One-to-One Mentorship: Our Mentorship Sessions play a crucial role in ensuring that every student comprehensively grasps the subject matter, leaving no room for uncertainties or doubts. Through these sessions, our goal is to help you develop a deep and thorough understanding that goes beyond basic knowledge, enabling you to truly master the subject matter.</li>
	<li>Daily Practice Sessions: We adhere to the principle that &quot;practice leads to perfection,&quot; and our curriculum aligns with this philosophy. Our technologically advanced platform is designed to offer students the most effective analysis and support.</li>
	<li>Personalized Study Material: We offer study materials that cater to each student&#39;s needs. Recognizing that a one-size-fits-all approach may not yield optimal results, our study materials are carefully optimized to cater to students at various levels of preparation.</li>
	<li>Weekly Sessions: Regular weekly interactions with students are prioritized to ensure ongoing motivation and effective grooming of the students.</li>
</ul>

Enrolling in the Best&nbsp;Coaching in Siliguri is not just a decision; it&#39;s a commitment to your own success. Come join us on this exciting journey as we aim to set new standards for coaching in the eastern region of India.

<h2>Best&nbsp;Coaching in Siliguri - Study Material</h2>

Still unsure whether to join the Dhronas, the Best&nbsp;Coaching in Siliguri? By the end of this segment, you&#39;ll be convinced after learning about everything the Dhronas has to offer.

<ul>
	<li>Daily Current Affairs: Staying updated with current affairs is essential for the government exams. The Dhronas provides <a href="https://online.thedhronas.com/current-affairs">daily current affairs</a> updates, ensuring you never miss out on important news.</li>
	<li>Online Test Series: For a more structured preparation, you can purchase <a href="https://www.thedhronas.com/online-test-series">test series</a> that include hundreds of full-length tests and previous year papers, helping you to practice thoroughly.</li>
	<li>Live Quizzes: Test your readiness with instant live quizzes. The Dhronas&#39; <a href="https://online.thedhronas.com/quizes">live quizzes</a> allow you to check your progress and identify areas for improvement.</li>
	<li>Recorded Classes: Benefit from <a href="https://www.thedhronas.com/courses">recorded classes</a> that let you learn at your own pace, anytime and from anywhere, making your preparation flexible and convenient.</li>
	<li>Daily Dose: What is better than a daily dose of revision and practice? Keeping in mind the need for daily revisions, the Dhronas has its very own series of <a href="https://www.thedhronas.com/daily-dose">Daily Dose Practice series</a> which includes subjects like General Knowledge, Current Affairs, Important News Analysis, Special Questions, Quantitative Aptitude, Logical Reasoning, English Vocabulary, and English Language, available in English, Hindi and Bengali.</li>
</ul>

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Additionally, to experience a demo class at the Dhronas, simply visit their <a href="https://www.thedhronas.com/">website</a> and register. Attending the demo class will help you assess the instructor&#39;s teaching style and methods, ensuring they align with your learning preferences.

<h2>Best&nbsp;Coaching in Siliguri - Contact Details</h2>

Are you unsure about how to get in touch with the Best coaching in Siliguri? Fear not, in this segment of the post, we will outline how to connect with the Dhronas and start your preparation journey.

<ul>
	<li>Mobile 1: Reach out to the Dhronas at 8436900456</li>
	<li>E-mail: For inquiries, <a href="mailto:thedhronasofficial@gmail.com" target="_blank">thedhronasofficial@gmail.com</a></li>
	<li>Social Media: Connect on <a href="https://www.facebook.com/thedhronas2019">Facebook</a>, and <a href="https://www.youtube.com/channel/UCQjOKTg5TRWoeDtyFNqQBhw">YouTube</a></li>
	<li>Address: Visit the Dhronas, Hathi More, Ward 18, Subhas Pally, Siliguri, West Bengal 734001</li>
</ul>

Choosing the right coaching institute is a critical step in your government exam preparation, and Siliguri offers a range of excellent options to help you achieve your goals. Whether you&#39;re looking for experienced faculty, personalized study plans, or a supportive learning environment, the Dhronas, coaching in Siliguri, is equipped to provide you with the resources and guidance you need.