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9. In a circle, diameter AB is perpendicular to chord CD at P. If AP = 9 and BP = 6, then find CD. A. 6V6 В. 9/3 C. 2V6 D. 4/3

9. In a circle, diameter AB is perpendicular to chord CD at P. If AP = 9 and BP = 6, then find CD. A. 6V6 В. 9/3 C. 2V6 D. 4/3

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter9: Real Numbers And Right Triangles
Section: Chapter Questions
Problem 32CR
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Learning Module for Junior High School Mathematics C. mĀC = mCD mBC A. mĀD = mCD B. mAC = mAD 9. In a circle, diameter AB is perpendicular to chord CD at P. If AP = 9 and BP = 6, then find CD. A. 6V6 10. Two tangents to a circle form an angle whose measure is 76. What is the number of degrees in each intercepted arc? A. 166 and 194 D. mAB = В. 9/3 C. 2V6 D. 4/3 C. 104 and 256 D. 44 and 316 B. 16 and 344 11.In the figure, given that mAD = 40 and mBC А. 30 В. 45 С. 60 D. 75 12. In the figure, given that mAB = 68 and mCD = 124, then find MLAPB. А. 36 = 100, then find m¿P. A P. D %3D В. 56 С. 76 B D. 96 13. In the figure, AC is tangent to the circle at B and secant AD contains E, the center of the circle. If mLA = 30, find mBF. А. 30 В. 60 С. 90 B A- F E D. 120 14. In the figure for problem 13, if mLA = 48, find MLCBD, A. 23 15. Find the area, in square units, of a segment of a circle with radius 6 and mAB = 120. В. 52 С. 69 D. 138 А. 12л — 24/3 В. 24л — 36V3 С. 3бп — 123 D. 12т - 9/3 A B
Transcribed Image Text:Learning Module for Junior High School Mathematics C. mĀC = mCD mBC A. mĀD = mCD B. mAC = mAD 9. In a circle, diameter AB is perpendicular to chord CD at P. If AP = 9 and BP = 6, then find CD. A. 6V6 10. Two tangents to a circle form an angle whose measure is 76. What is the number of degrees in each intercepted arc? A. 166 and 194 D. mAB = В. 9/3 C. 2V6 D. 4/3 C. 104 and 256 D. 44 and 316 B. 16 and 344 11.In the figure, given that mAD = 40 and mBC А. 30 В. 45 С. 60 D. 75 12. In the figure, given that mAB = 68 and mCD = 124, then find MLAPB. А. 36 = 100, then find m¿P. A P. D %3D В. 56 С. 76 B D. 96 13. In the figure, AC is tangent to the circle at B and secant AD contains E, the center of the circle. If mLA = 30, find mBF. А. 30 В. 60 С. 90 B A- F E D. 120 14. In the figure for problem 13, if mLA = 48, find MLCBD, A. 23 15. Find the area, in square units, of a segment of a circle with radius 6 and mAB = 120. В. 52 С. 69 D. 138 А. 12л — 24/3 В. 24л — 36V3 С. 3бп — 123 D. 12т - 9/3 A B
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