JEFFERSON MATH PROJECT REGENTS BY CHAPTER - JMap
JEFFERSON MATH PROJECT REGENTS BY CHAPTER - JMap
JEFFERSON MATH PROJECT REGENTS BY CHAPTER - JMap
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Math A & B Regents Exam Questions by Prentice Hall Chapter - Geometry Page 45<br />
www.jmap.org<br />
GEOMETRY <strong>CHAPTER</strong> 12-3<br />
306. An overhead view of a revolving door is shown<br />
in the accompanying diagram. Each panel is 1.5<br />
meters wide.<br />
309. Given: chords AB and CD of circle O intersect<br />
at E, an interior point of circle O; chords AD<br />
and CB are drawn.<br />
What is the approximate width of d, the opening<br />
from B to C?<br />
[A] 1.50 m<br />
[C] 1.73 m<br />
[B] 3.00 m<br />
[D] 2.12 m<br />
307. A toy truck is located within a circular play area.<br />
Alex and Dominic are sitting on opposite<br />
endpoints of a chord that contains the truck.<br />
Alex is 4 feet from the truck, and Dominic is 3<br />
feet from the truck. Meira and Tamara are sitting<br />
on opposite endpoints of another chord<br />
containing the truck. Meira is 8 feet from the<br />
truck. How many feet, to the nearest tenth of a<br />
foot, is Tamara from the truck? Draw a diagram<br />
to support your answer.<br />
GEOMETRY <strong>CHAPTER</strong> 12-4<br />
Prove: (AE)(EB) = (CE)(ED)<br />
310. The new corporate logo created by the design<br />
engineers at Magic Motors is shown in the<br />
accompanying diagram.<br />
If chords BA and BC are congruent and<br />
)<br />
mBC = 140, what is m∠ B ?<br />
[A] 280 [B] 80 [C] 40 [D] 140<br />
311. In the accompanying diagram, the length of<br />
)<br />
ABC is 3 π radians.<br />
2<br />
308. A regular hexagon is inscribed in a circle. What<br />
is the ratio of the length of a side of the hexagon<br />
to the minor arc that it intercepts?<br />
[A]<br />
3<br />
π<br />
[B] π 6<br />
[C]<br />
6<br />
π<br />
[D] 3 6<br />
What is m∠ ABC ?<br />
[A] 45 [B] 36 [C] 53 [D] 72