Methodical recommendation:

Theory

Number Name Description
1. Midpoints and Perpendicular Bisectors of Chords Learn the theorems based on perpendicular from the centre to a chord
2. Theorems on equal chords Learn the theorems based on the properties of equal chords.

Practice Questions

Number Name Type Difficulty Marks Description
1. TBQ - Demonstrate the following Other easy 3 m. To prove that the perpendicular from the centre of a circle to a chord bisects the chord.
2. TBQ - Find the length of the chord Other easy 2 m. To find the required length of the chord based on the theorem of chord of the circle.
3. TBQ - Find the required distance from centre to the chord Other easy 2 m. To find the required length of the chord based on the theorem of chord of the circle.
4. TBQ -Illustrate the following Other medium 5 m. To prove that the perpendicular from the centre of a circle to a chord bisects the chord.
5. TBQ - Prove the following Other medium 3 m. To prove the given condition.
6. Find the distance between the chords Other medium 5 m. Exercises based on the theorems of properties of a chord.
7. Find the radius of the circle Other medium 3 m. To find the required length of the chord based on the theorem of chord of the circle.
8. Find the diameter Other medium 3 m. Problem based on the the properties of the chord.
9. TBQ - Prove the given statement Other hard 3 m. To know about circle.
10. CBQ - Distance of chords from the centre Other hard 4 m. To know about circles.