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Assignments Class 9 maths 10. Circles - CBSE Notes - Toppers Study

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Assignments Class 9 maths 10. Circles - CBSE Notes - Toppers Study

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NCERT Solutions And Textual questions Answers Class 9 Mathematics
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Assignments class 9 Mathematics Chapter 10. Circles

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Assignments Class 9 Maths 10. Circles - CBSE Notes - Toppers Study
Class 9 Ncert Solutions
Solution Chapter 10. Circles Class 9
Solutions Class 9
Chapter 10. Circles Assignments Class 9

10. Circles

| Assignments |

Assignments Class 9 maths 10. Circles - CBSE Notes - Toppers Study

Important-Question for Assignment:

Q1. The bisector of ∠B of an isosceles triangle ABC with AB = Ac meets the circumcircle of ABC at P as shown in figure. If AP abd BC produced meet at Q, prove that CQ = CA.

Q2. In the given figure, O is the centre of the circle. The angle substended by arc ABC at the centre is 140^० , AB is produced to P. Determine ∠ADC and ∠CBP.

Q3. In the given figure, O is the centreand Ae is the semi-circle ABCDE. If AB = BC and ∠AEC = 50^o, then find

(i) ∠CBE

(ii) ∠CDE

(iii) ∠AOB

(iv) Prove that BO|| CE

Q4. In figure, P is the centre of the circle. Prove that

∠XPZ = 2 (∠XZY + ∠YXZ)

Q5. In given fig. B and E are the midpoint on respectively on line segment AC and DF. Show that AD||CF.

Q6. Find the value of x see given figure.

Q7. ABCD is a parallelogram. The circle through A, B and C intersects CD produced at E, prove that AE = AD.

Q8. In the given Figure, find the value of x.

Q9. L and M are the mid-point of two equal chords AB and CD and O is the centre of the circle. Prove that

(i) ∠OLM = ∠OML

(ii) ∠ALM = ∠CML

Other Pages of this Chapter: 10. Circles

1. Chapter 10. Circles | Assignments

2. Chapter 10. Circles | page2

3. Chapter 10. Circles | page3

4. Chapter 10. Circles | page4

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