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NCERT Exemplar Solutions for CBSE class 10 Maths NCERT Exemplar is provided here to help students understand all the concepts clearly and develop a strong base in subjects like Maths and Science. Students are advised to study these NCERT Exemplars in order to perform well in the exams if they want to pursue their desired course in higher studies. NCERT Exemplar Class 10 Maths Chapter 9 Circles, provided here for students to download the pdf format of it and prepare for board exams. These exemplars problems and solutions are designed by our experts in accordance with the latest CBSE syllabus (). Using these solved questions in exemplars, students will be able to clear all their doubts regarding the topics and they will also find detailed answers to all the chapter questions which they can refer and study effectively for the. myboat109 boatplans@myboat109 boatplans NCERT, Sri Aurobindo Marg, New Delhi NCERT, Sri Aurobindo Marg, New Delhi
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In right angled triangle, hypotenuse is always greater than any of the two sides of the triangle. Solution: True This may be possible only when both tangent lines coincide or are parallel to each other. Solution: True From point P, two tangents are drawn. Solution: False From point P, two tangents are drawn. Question 8 If a number of circles touch a given line segment PQ at a point A, then their centres lie on the perpendicular bisector of PQ.

To prove: Centres of the circles lie on the perpendicular bisector of PQ. Joining each centre of the circles to the point A on the line segment PQ by line segment i.

We know that, if we draw a line from the centre of a circle to its tangent line, then the line is always perpendicular to the tangent line. But it does not bisect the line segment PQ. Question 9 If a number of circles pass through the end points P and Q of a line segment PQ, then their centres lie on the perpendicular bisector of PQ.

We know that the perpendi-cular bisector of a chord of circle always passes through the centre of the circle. Thus, perpendicular bisector of PQ passes through C 1 and C 2. Similarly, all the circle passing through the end points of line segment PQ, will have their centres on the perpendicular bisector of PQ. Question 1 Out of the two concentric circles, the radius of the outer circle is 5 cm and the chord AC of length 8 cm is a tangent to the inner circle. Find the radius of the inner circle.

Solution: Let C 1 and C 2 be the two circles having same centre O. AC is a chord which touches C 1 at point D. Join OD. Prove that QORP is a cyclic quadrilateral.

Since, PR and PQ are tangents. Since, BC and BD are tangents. Solution: False e. Question If we add a monomial and binomial, then answer can never be a monomial. Solution: False If we add a monomial and a binomial, then answer can be a monomial, e. Question If we subtract a monomial from a binomial, then answer is atleast a binomial. Solution: False If we subtract a monomial from a binomial, then answer is atleast a monomial, e.

Hence, the answer is monomial. Question When we subtract a monomial from trinomial, then answer can be a polynomial. Solution: True When we subtract a monomial from a trinomial, then answer can be binomial or polynomial. Subtract y 2 from y 2 -x 2 -2xy. Question When we add a monomial and a trinomial, then answer can be a monomial. Solution: False When we add a monomial and a trinomial, then it can be binomial or trinomial, e. Question Write the following statements in the form of algebraic expressions and write whether is monomial, binomial or trinomial.

Question Write the coefficient of x2 in the following: Solution:. Question Find the numerical coefficient of each of the terms Solution:.

Question Simplify the following by combining the like terms and then write whether the expression is a monomial, a binomial or a trinomial.

Question Subtract a -7p 2 qr from -3p 2 qr. Question To what expression must 99x 3 x 2 x be added to make the sum zero? Solution: In order to find Byjus Class 11 Maths Ncert Solutions Kit the solution, we will subtract 99x 3 x 2 x from 0. Question Each symbol given below represents an algebraic expression. Find the expression which is represented by the above symbols. Question Observe the following nutritional chart carefully Write an algebraic expression for the amount of carbohydrates in grams for a y units of potatoes and 2 units of rajma.

Question Arjun bought a rectangular plot with length x and breadth y and then sold a triangular part of it whose base is y and height is z. Find the area of the remaining part of the plot. Question Amisha has a square plot of side m and another triangular plot with base and height each to m. What is the total area of both plots? Question A taxi Service charges Rs. Write an algebraic expression for the above situation, if the taxi is hired for x km. Solution: As Byjus Class 8 Maths Ncert Solutions We per the given information, taxi service charges Rs.

If taxi is hired for x km. Question Shiv works in a mall and gets paid Rs. Last week he worked for 7 h and this week he will work for x hours. Write an algebraic expression for the money paid to him for both the weeks.

Question Sonu and Raj have to collect different kinds of leaves for science project. They go to a park where Sonu collects 12 leaves and Raj collects x leaves. After some time Sonu loses 3 leaves and Raj collects 2x leaves. Write an algebraic expression to find the total number of leaves collected by both of them.

Question A school has a rectangular playground with Length x and breadth y and a square lawn with side x as shown in the figure given below. Part IV. Part V. Part VI. Part VII. Part VIII. Most of the problems given in NCERT Exemplar are based on the concepts and topics which are very important from the exam point of view. All these questions not only make the preparation for board exams easy but are equally important for other competitive exams as well. Students having a clear understating of the basic concepts of Maths can easily solve the problems given NCERT exemplar books.

All the solutions have been prepared by the subject experts and are provided with detailed and appropriate explanation. For all latest updates and reliable study material for all board exams, visit jagranjosh. Jagranjosh Education Awards Click here if you missed it!

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