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You may find the following formulas useful. Are length: re Oradians Area: re 1. The diagram below shows three concentric circles. The radii of the inner, middle, and outer circles are 2cm, 4cm and 8cm respectively. The circles are divided into twelve equal angles at the center. A sector of the middle circle is shaded. a. Find the angle, in radians, of the shaded sector. Sector A b. Sector B has the same arc length as Sector A, but has a different radius and sector angle. Explain how you know it has the same arc length as Sector A. Use the shaded figures below to support your answer. c. Sector C has the same area as Sector A, but has a different radius and sector angle. Explain how you know it has the same area as Sector A. Use the shaded figures below to support your answer.

You may find the following formulas useful. Are length: re Oradians Area: re 1. The diagram below shows three concentric circles. The radii of the inner, middle, and outer circles are 2cm, 4cm and 8cm respectively. The circles are divided into twelve equal angles at the center. A sector of the middle circle is shaded. a. Find the angle, in radians, of the shaded sector. Sector A b. Sector B has the same arc length as Sector A, but has a different radius and sector angle. Explain how you know it has the same arc length as Sector A. Use the shaded figures below to support your answer. c. Sector C has the same area as Sector A, but has a different radius and sector angle. Explain how you know it has the same area as Sector A. Use the shaded figures below to support your answer.

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter76: Drilling And Boring Compound-angular Holes
Section: Chapter Questions
Problem 16A
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1:13 4 UPDATED Sectors of cir... You may find the following formulas useful. O radians Are length: re Area: 1. The diagram below shows three concentric circles. The radii of the inner, middle, and outer circles are 2cm, 4cm and 8cm respectively. The circles are divided into twelve equal angles at the center. A sector of the middle circle is shaded. a. Find the angle, in radians, of the shaded sector. Sector A b. Sector B has the same arc length as Sector A, but has a different radius and sector angle. Explain how you know it has the same arc length as Sector A. Use the shaded figures below to support your answer. c. Sector C has the same area as Sector A, but has a different radius and sector angle. Explain how you know it has the same area as Sector A. Use the shaded figures below to support your answer. 13 Dashboard Calendar To Do Notifications Inbox 因
Transcribed Image Text:1:13 4 UPDATED Sectors of cir... You may find the following formulas useful. O radians Are length: re Area: 1. The diagram below shows three concentric circles. The radii of the inner, middle, and outer circles are 2cm, 4cm and 8cm respectively. The circles are divided into twelve equal angles at the center. A sector of the middle circle is shaded. a. Find the angle, in radians, of the shaded sector. Sector A b. Sector B has the same arc length as Sector A, but has a different radius and sector angle. Explain how you know it has the same arc length as Sector A. Use the shaded figures below to support your answer. c. Sector C has the same area as Sector A, but has a different radius and sector angle. Explain how you know it has the same area as Sector A. Use the shaded figures below to support your answer. 13 Dashboard Calendar To Do Notifications Inbox 因
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