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Question 1 ii. Question 1 iii. Question 1 iv. Question 1 v. Question 1 vi. Question 1 vii. Question 1 viii. Question 1 ix. Question 1 x. Question 1 xi. Question 1 xii. Question 2 i. Question 2 ii. Question 2 iii. Question 2 iv. Question 3. Question 4. Question 5. Question 6. Question 7.

Question 8. Question 9. Question Verify that the numbers given along side of the cubic polynomials below are their zeros. Also, verify the relationship between the zeros and coefficients in each case:. Thus, the relationship between the zeroes and the coefficients is verified.

Concept insight: The zero of a polynomial is that value of the variable which makes the polynomial 0. Remember that there are three relationships between the zeroes of a cubic polynomial and its coefficients which involve the sum of zeroes, product of all zeroes and the product of zeroes taken two at a time. Question 2. Chapter 2 - Polynomials Exercise 2. So, the correct option is d.

So, the correct option is b. So, the correct option is c. The number of polynomials having zeroes -2 and 5 is a. Both positive b. Both negative c. Have an account? Sign In. Find out how to calculate the area of combinations of plane figures or the area of a triangle inscribed in a circle.

Now, easily understand concepts such as the area of a chord and areas of the sector and segment of a circle. Learn in detail about surface areas and volumes.

Revise the methods to calculate important values in situations when you convert a solid to another solid. Revise concepts like median, mode, and mean. Understand how to work with cumulative frequency distribution and cumulative frequency curves.

Also, practise to get an understanding of how to work with grouped and ungrouped data in Maths problems. Probability is an interesting chapter that can baffle curious minds.

When an event occurs, you need to put together the available data to analyse and calculate the possible outcomes. You can revise important topics with our most important questions, video assessments and subjective questions. Our sample papers are available free of cost and can be downloaded as PDF files. These papers help you to understand the exam questions and enable you to answer these questions comfortably during your board exams.

NCERT solutions provide answers to each and every textbook question, which is a good way to get acquainted with the chapter. Since Maths is an application-based subject, it cannot be memorised. Therefore, it is essential that you practise Maths every day, especially the difficult chapters.

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Avail Offer. Ok Cancel. Ok Choose Chapter. Ok Choose Topic. Yes No. Choose Subjects. Choose Chapters. Select Subject Mathematics. Sharma Mathematics X Chapter 1 - Real Numbers This chapter takes you deeper into the topic of real numbers with the help of RD Sharma solutions. Chapter 2 - Polynomials You may have studied the basics of polynomials earlier.

Chapter 3 - Pairs of Linear Equations in Two Variables Learn problem-solving methods such as the elimination method, cross-multiplication method and substitution method. Chapter 4 - Quadratic Equations Study the concepts of quadratic equations and quadratic polynomials, solve textbook questions and understand how to find roots or zeros of quadratic polynomials. Chapter 5 - Arithmetic Progressions Learn Arithmetic Progressions AP effectively and understand how to apply the concept of arithmetic progressions to real-life.

Chapter 7 - Triangles Find out more about the different types of triangles, and practise problems related to the isosceles triangle, right-angled triangle, equilateral triangle etc. Chapter 8 - Circle Do a complete revision of concepts related to circles such as radius, secant, tangent, diameter etc. Chapter 9 - Constructions Understand how to construct various geometric figures.

Chapter 11 - Trigonometric Identities Learn some of the key Maths formulas by practising trigonometric identities. Chapter 12 - Heights and Distances Our Class 10 Maths RD Sharma Chapter 12 solutions are created by experienced Mathematics teachers who are aware of your exam guidelines and marking scheme.

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