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PS 8 ABC is a sector of a circle centre A and radius 10 cm. Angle BAC is radians. The area of the semicircle (with diameter AC) is twice the area of the sector ABC. Find: 10 cm \0 10 cm C a 0 in terms of II b the perimeter of the complete figure in terms of II.

PS 8 ABC is a sector of a circle centre A and radius 10 cm. Angle BAC is radians. The area of the semicircle (with diameter AC) is twice the area of the sector ABC. Find: 10 cm \0 10 cm C a 0 in terms of II b the perimeter of the complete figure in terms of II.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Please answer only number 8

P 6 Find the area of the segment cut off by a chord of length 10 cm from a circle radius 13 cm. 7 A chord of a circle that subtends an angle of at the centre cuts off a segment equal in area to of the area of the whole circle. a Show that - sin Verify that 0 2.31, correct to 3 significant figures. ABC is a sector of a circle centre A and radius 10 cm. Angle BAC is ℗ radians. The area of the semicircle (with diameter AC) is twice the area of the sector ABC. PS 8 Find: a b 10 cm 0 10 cm = ·π. B C 0 in terms of I the perimeter of the complete figure in terms of è.
Transcribed Image Text:P 6 Find the area of the segment cut off by a chord of length 10 cm from a circle radius 13 cm. 7 A chord of a circle that subtends an angle of at the centre cuts off a segment equal in area to of the area of the whole circle. a Show that - sin Verify that 0 2.31, correct to 3 significant figures. ABC is a sector of a circle centre A and radius 10 cm. Angle BAC is ℗ radians. The area of the semicircle (with diameter AC) is twice the area of the sector ABC. PS 8 Find: a b 10 cm 0 10 cm = ·π. B C 0 in terms of I the perimeter of the complete figure in terms of è.
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