NAME______________________________________DATE__________________PER._____ TOPIC 11-12 TEST REVIEW: CIRCLES Find the indicated measure for each of the following. 1. πβ π΄ππ· =_________ 2. πβ πΆππ΄ = ___________ 3. 4. =________ =________ Find the arc length of each lightened arc. Leave your answer in terms of π . 5. Arc length = ________ 6. Arc length = ________ 7. Arc length = ________ Convert each degree measure to radians, write your answer in terms of π and rounded to hundredths, convert each radian measure to degrees rounded to the nearest degree. 8. A) 60° 9. A) 5π 6 radians B) 45° B) 3π 4 C) 180° radians C) 2π 3 D) 75° radians D) π 2 radians Find the indicated values below using the definition of radian degree measure of a central angle. Round your answer to the nearest tenth. 10. m = _____________ The length m of the lighted arc. 11. m = _____________ The length c of the lighted arc. The radius and arc length are given. Find the radian measure π of the central angle, round to the tenth. 12. π = _____________ 13. π = _____________ Problems 14-16. Find the area of each shaded sector below. Leave your answer in terms of π . 14. Sector Area = ________ 15. Sector Area = ________ 16. Sector Area = ________ Write the standard equation of each circle below. 17. 19. Center (β3, β4) radius 5 18. 21. What is the center and radius of the circle with the equation (π₯ β 7)2 + (π¦ β 5)2 = 49? 20. Center (β2, 4) radius 3 22. What is the center and radius of the circle with the equation (π₯ + 8)2 + π¦ 2 = 16? Find indicated values. Lines that appear tangent, are. 23. x = ______________ 24. x = __________ 12 β 2π₯ x° 42° 8 Μ Μ Μ Μ is a diameter. Find indicated values using the properties of chords. π¨π© 25 A) πβ π΅πΈπ· = _____________ 25 B) Given πΆπΈ = 9, πΆπ· = _____________ 25 C) Given ππΆπ· = 36°, ππΆπ΅ = _____________ 26. Given β π΄ππ΅ β β π·ππΆ, π΄π΅ = 7ππ, find πΆπ· = ___________. Find indicated values using the properties of segments. 27. y = _________ 28. x = _________ 29. x = _________ 30. mο1 = __________ Find the mο1. 125ο° 1 145ο° 31. mο1 = __________ 124ο° 1 80ο° 32. mο1 = __________ 104ο° 62ο° 1 33. mο1 = __________ 280ο° 1 100ο° 34. mο1 = __________ 1 xο° 35. x = __________ 74ο° 113ο° 96ο° 36. x = __________ xο° 37. mο1 = __________ 1 38. mο1 = __________ 1
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