In the circle $ \odot D $ shown below, $ \angle ADC = \angle BDC $. Find the indicated measure.4. $ m \overset{\frown}{ACB} $5. $ m \overset{\frown}{CB} $6. Length of $ \overset{\frown}{ACB} $7. Length of $ \overset{\frown}{CB} $8. $ m \overset{\frown}{ABC} $9. Length of $ \overset{\frown}{BAC} $### Diagram ExplanationTo the right of the text, there is a circle (center $ D $) with four points labeled on its circumference: $ A $, $ B $, $ C $, and $ D $ inside the circle. - Line $ AD $ forms an angle of $ 40^\circ $ with line $ DC $.- Line $ AD $ is also a radius of the circle measuring $ 4 $ inches.

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Answered: In OD shown below, ZADC = LBDC. Find…

In OD shown below, ZADC = LBDC. Find the indicated measure. 4. MACB 5. тСВ B. 6. Length of ACB 7. Length of CB 40 C 4 in. 8. ТАВС 9. Length of BAC

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Question

In the circle $ \odot D $ shown below, $ \angle ADC = \angle BDC $. Find the indicated measure.

4. $ m \overset{\frown}{ACB} $

5. $ m \overset{\frown}{CB} $

6. Length of $ \overset{\frown}{ACB} $

7. Length of $ \overset{\frown}{CB} $

8. $ m \overset{\frown}{ABC} $

9. Length of $ \overset{\frown}{BAC} $

### Diagram Explanation
To the right of the text, there is a circle (center $ D $) with four points labeled on its circumference: $ A $, $ B $, $ C $, and $ D $ inside the circle.

- Line $ AD $ forms an angle of $ 40^\circ $ with line $ DC $.
- Line $ AD $ is also a radius of the circle measuring $ 4 $ inches.

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