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211                            <h1 class="site-title"><a href="https://www.mathsvidya.com/blog/" rel="home">Maths Vidya Institute</a></h1>
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213                            
214                                <p class="site-description">Best Maths Online Coaching Institute for CBSE Board</p>
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221	
222<article id="post-890" class="post-890 post type-post status-publish format-standard has-post-thumbnail hentry category-10th-class-maths-tuition-zirakpur tag-aman-sir tag-biquadratic-polynomial tag-cbse-board-exam-2026 tag-cbse-class-10-maths tag-class-10-board-exam tag-class-10-chapter-2 tag-class-10-maths tag-class-10-maths-hots tag-class-10-polynomials-solution tag-exercise-2-4-question-4 tag-factor-theorem tag-find-value-of-k tag-maths-vidya-institute tag-ncert-class-10-polynomials tag-ncert-exemplar-class-10 tag-ncert-exemplar-solutions tag-polynomial-division tag-polynomials-class-10 tag-polynomials-important-questions tag-zeroes-of-polynomial">
223			<div class="entry-img">
224			<a href="https://www.mathsvidya.com/blog/ncert-exemplar-class-10-maths-polynomials-exercise-2-4-question-4/"><img width="1280" height="720" src="https://www.mathsvidya.com/blog/wp-content/uploads/2026/05/maxresdefault.jpg" class="attachment-full size-full wp-post-image" alt="NCERT Exemplar Class 10 Maths Polynomials Exercise 2.4 Question 4 video solution by Aman Sir" /></a>
225       </div>
226       	<div class="detail-wrap">
227		<header class="entry-header">
228			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/10th-class-maths-tuition-zirakpur/" rel="category tag">10th Class Maths Tuition Zirakpur</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/ncert-exemplar-class-10-maths-polynomials-exercise-2-4-question-4/" rel="bookmark">NCERT Exemplar Class 10 Maths Polynomials Exercise 2.4 Question 4</a></h2>
229		</header><!-- .entry-header -->
230
231		<div class="entry-content">
232			<p>NCERT Exemplar Class 10 Maths Polynomials Exercise 2.4 Question 4  Step-by-Step Solution (with Video) Stuck on the famous &#8220;find the value of k&#8221; problem from NCERT Exemplar Class 10 Maths Chapter 2 Polynomials Exercise 2.4 Question 4? You&#8217;
232re in the right place. This blog walks you through the complete step-by-step solution — finding the value of k so that x²&hellip;</p>
233<p><a href="https://www.mathsvidya.com/blog/ncert-exemplar-class-10-maths-polynomials-exercise-2-4-question-4/" class="btn-continue">Continue Reading<span class="arrow-continue">&rarr;</span></a></p>
234		</div><!-- .entry-content -->
235	</div>
236
237</article><!-- #post-## -->
238
239<article id="post-816" class="post-816 post type-post status-publish format-standard hentry category-uncategorized">
240		<div class="detail-wrap">
241		<header class="entry-header">
242			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/uncategorized/" rel="category tag">Uncategorized</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/part-23-class-10-ncert-exemplar-polynomials-ex-2-3-q5-step-by-step-cbse-solution/" rel="bookmark">Part 23 | Class 10  | NCERT Exemplar  | Polynomials Ex 2.3 Q5 – Step-by-Step CBSE Solution</a></h2>
243		</header><!-- .entry-header -->
244
245		<div class="entry-content">
246			<p>Find the zeroes of the polynomial using factorisation and verify the relations between zeroes and coefficients: 2x² + 7/2 x + 3/4 Step-by-Step Solution Step 1: Remove Fractions To simplify the polynomial, we first remove fractions by multiplying the expression suitably: So, 1/4 [ 8x² + 14x + 3 ] Step 2: Split the Middle Term Split the middle term&hellip;</p>
247<p><a href="https://www.mathsvidya.com/blog/part-23-class-10-ncert-exemplar-polynomials-ex-2-3-q5-step-by-step-cbse-solution/" class="btn-continue">Continue Reading<span class="arrow-continue">&rarr;</span></a></p>
248		</div><!-- .entry-content -->
249	</div>
250
251</article><!-- #post-## -->
252
253<article id="post-791" class="post-791 post type-post status-publish format-standard hentry category-class-11-maths-online-coaching tag-cbse tag-cbseclass11 tag-class11 tag-class11maths tag-continuity tag-exampreparation tag-graphsinmaths tag-jeefoundation tag-mathsprep tag-proofs tag-studyroutine tag-timemanagement">
254		<div class="detail-wrap">
255		<header class="entry-header">
256			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/class-11-maths-online-coaching/" rel="category tag">Class 11 Maths Online Coaching</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/why-do-parents-prefer-online-coaching-classes-for-class-11-at-home/" rel="bookmark">Why Do Parents Prefer Online Coaching Classes for Class 11 at Home?</a></h2>
257		</header><!-- .entry-header -->
258
259		<div class="entry-content">
260			<p>Class 11 is where students often go from “I get it” to “wait… why is this happening?” Concepts connect across chapters, answers need clean reasoning, and small gaps can snowball fast.Here’s a parent-friendly breakdown of what usually goes wrong—and how a good at-home learning system fixes it. Quick navigation The real problems parents see in Class 11 Why home-based learning&hellip;</p>
261<p><a href="https://www.mathsvidya.com/blog/why-do-parents-prefer-online-coaching-classes-for-class-11-at-home/" class="btn-continue">Continue Reading<span class="arrow-continue">&rarr;</span></a></p>
262		</div><!-- .entry-content -->
263	</div>
264
265</article><!-- #post-## -->
266
267<article id="post-785" class="post-785 post type-post status-publish format-standard hentry category-uncategorized">
268		<div class="detail-wrap">
269		<header class="entry-header">
270			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/uncategorized/" rel="category tag">Uncategorized</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/class-11-sets-chapter-1-definition-uses-well-defined-vs-not-well-defined-sets-ncert/" rel="bookmark">Class 11 |  Sets – Chapter 1 | Definition, Uses &#038; Well-Defined vs Not Well-Defined Sets (NCERT)</a></h2>
271		</header><!-- .entry-header -->
272
273		<div class="entry-content">
274			<p>Difference Between Well-Defined and Not Well-Defined Collections In Mathematics, a collection of objects is called a set only when it is well-defined. This chapter helps Class 11 students clearly understand the difference between well-defined and not well-defined collections using simple examples. Watch Video Explanation Class 11 | Sets – Chapter 1 | Definition, Uses &#038; Well-Defined vs Not Well-Defined Sets&hellip;</p>
275<p><a href="https://www.mathsvidya.com/blog/class-11-sets-chapter-1-definition-uses-well-defined-vs-not-well-defined-sets-ncert/" class="btn-continue">Continue Reading<span class="arrow-continue">&rarr;</span></a></p>
276		</div><!-- .entry-content -->
277	</div>
278
279</article><!-- #post-## -->
280
281<article id="post-735" class="post-735 post type-post status-publish format-standard has-post-thumbnail hentry category-class-11-maths-concepts tag-best-online-classes-for-class-11-maths tag-class-11-mathematics-basics tag-class-11-maths-online-coaching tag-class-11-maths-sets-chapter tag-introduction-to-sets tag-sets-class-11-introduction">
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287			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/class-11-maths-concepts/" rel="category tag">Class 11 Maths Concepts</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/735-2/" rel="bookmark">Class 11 Maths – Sets Chapter 1: What Is a Set? Introduction, Definition &#038; Basics</a></h2>
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291			<p>Introduction to Sets – Class 11 Maths A simple, clear guide to start Chapter 1: Sets 
291Understanding Sets is the first step in Class 11 Maths. This chapter builds the base for topics like Relations, Functions, Probability, and Calculus. If you’re beginning Class 11 or looking for structured learning, this guide explains the basics in the simplest way. 1. What&hellip;</p>
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298<article id="post-717" class="post-717 post type-post status-publish format-standard hentry category-class-10-ncert-concepts-questions tag-aman-sir tag-cbse-maths tag-class-10-trigonometry tag-coseca tag-cota tag-if-tan-a-1-3-find-all-trigonometric-ratios-using-trigonometric-identities tag-if-tan-a-1-3-find-sina-cosa tag-maths-vidya-institute-2-0 tag-seca tag-trigonometric-formulas tag-trigonometric-identities tag-trigonometric-ratios-using-trigonometric-identities">
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301			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/class-10-ncert-concepts-questions/" rel="category tag">Class 10 Ncert Concepts &amp; Questions</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/if-tan-a-1-%e2%88%9a3-find-all-trigonometric-ratios-using-trigonometric-identities/" rel="bookmark">If tan A = 1/√3, find all Trigonometric Ratios using Trigonometric Identities?</a></h2>
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305			<p>cot A = 1/tan A = 1/(1/√3) = √3 — (1) Using Trigonometric Identity: 1 + tan²A = sec²A 1 + (1/√3)² = sec²A sec²A = 1 + 1/3 = 4/3 sec A = +√(4/3) = +2/√3 or sec A = -2/√3 (neglecting this value as A is acute angle) Therefore, sec A = 2/√3 Using Trigonometric Identity: 1 +&hellip;</p>
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315			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/10th-class-maths-tuition-zirakpur/" rel="category tag">10th Class Maths Tuition Zirakpur</a>, <a href="https://www.mathsvidya.com/blog/category/maths-tuition-from-8th-to-12th-classes/" rel="category tag">Maths Tuition from 8th to 12th Classes</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/the-secret-behind-toppers-success-best-online-coaching-for-class-10-cbse/" rel="bookmark">The Secret Behind Toppers’ Success</a></h2>
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319			<p>Introduction Imagine this: two students with equal aptitude and school support, but one ends the year scoring 95%+ while the other lingers at 80-85%. What made the difference? Often it’s not just hard work — it’s how you work, and with whom. The top scorers (toppers) routinely supplement their school learning with targeted, smart online coaching. In this post, we&hellip;</p>
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333			<p>Introduction If there’s one subject that can either make or break a Class 10 student’s confidence, it’s Mathematics. Every year, lakhs of CBSE students across India prepare for this critical board exam, and one of the most common questions parents and students ask is – “How do I find the best maths teacher for Class 10?” Mathematics is not just&hellip;</p>
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343			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/class-10-ncert-concepts-questions/" rel="category tag">Class 10 Ncert Concepts &amp; Questions</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/proof-of-3-important-trigonometric-identities-class-10-maths/" rel="bookmark">Proof of 3 Important Trigonometric Identities (Class 10 Maths)</a></h2>
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347			<p>Introduction Trigonometric identities often confuse Class 10 students, but they are actually the simplest once you know the logic. These identities are the backbone of trigonometry and are repeatedly used in exams. In this blog, I’ll walk you through the proof of three trigonometric identities with clear steps and examples. You’ll also find a video lesson embedded for easier understanding.&hellip;</p>
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355		<div class="detail-wrap">
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357			<span class="cat-links"><a href="https://www.mathsvidya.com/blog/category/class-10-ncert-concepts-questions/" rel="category tag">Class 10 Ncert Concepts &amp; Questions</a></span><h2 class="entry-title"><a href="https://www.mathsvidya.com/blog/example-7-in-a-%ce%94pqr-right-angled-at-q-see-fig-8-20-pq-3-cm-and-pr-6-cm-determine-%e2%88%a0qpr-and-%e2%88%a0prq/" rel="bookmark">Example 7: In a ΔPQR, right-angled at Q (see Fig. 8.20), PQ = 3 cm and PR = 6 cm. Determine ∠QPR and ∠PRQ.</a></h2>
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361			<p>Given: PQ = 3 cm, PR = 6 cm, ∠Q = 90° To find: ∠QPR = ? and ∠PRQ = ? Solution: In right ΔPQR, Let ∠PRQ = θ Also, (p / h) = sin θ PQ / PR = sin θ 3 / 6 = sin θ 1/2 = sin θ We know, sin 30° = 1/2 So, θ&hellip;</p>
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