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9th Standard Geometry Practice Set 6.1 Circles Chapter 6| Class 9th Maharashtra Board Maths
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This Video explains Practice Set 6.1 Class 9 of Circles Chapter 6.
#Geometry #Class9 #9thMaths
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Following questions of Maharashtra State Board Practice Set 6.1 Class 9 of Circles Chapter 6 of Standard 9 have been explained in the video:
Question 1.
Distance of chord AB from the centre of a circle is 8 cm. Length of the chord AB is 12 cm. Find the diameter of a circle.
Question 2.Diameter of a circle is 26 cm and length of a chord of the circle is 24 cm. Find the distance of the chord from the centre.
Question 3.
Radius of a circle is 34 cm and the distance of the chord from the centre is 30 cm, find the length of the chord.
6.1 Circles 9th Standard Question 4.
Radius of a circle with centre O is 41 units. Length of a chord PQ is 80 units, find the distance of the chord from the centre of the circle.
Circles 6.1 9th Question 5.
In the adjoining figure, centre of two circles is O. Chord AB of bigger circle intersects the smaller circle in points P and Q. Show that AP = BQ.
Question 6.
Prove that, if a diameter of a circle bisects two chords of the circle then those two chords are parallel to each other.
#Geometry #Class9 #9thMaths
Follow me on Telegram channel:
Following questions of Maharashtra State Board Practice Set 6.1 Class 9 of Circles Chapter 6 of Standard 9 have been explained in the video:
Question 1.
Distance of chord AB from the centre of a circle is 8 cm. Length of the chord AB is 12 cm. Find the diameter of a circle.
Question 2.Diameter of a circle is 26 cm and length of a chord of the circle is 24 cm. Find the distance of the chord from the centre.
Question 3.
Radius of a circle is 34 cm and the distance of the chord from the centre is 30 cm, find the length of the chord.
6.1 Circles 9th Standard Question 4.
Radius of a circle with centre O is 41 units. Length of a chord PQ is 80 units, find the distance of the chord from the centre of the circle.
Circles 6.1 9th Question 5.
In the adjoining figure, centre of two circles is O. Chord AB of bigger circle intersects the smaller circle in points P and Q. Show that AP = BQ.
Question 6.
Prove that, if a diameter of a circle bisects two chords of the circle then those two chords are parallel to each other.
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