Geometry/Trig 2 Name: __________________________

1. Geometry/Trig 2 Name: __________________________ Unit 8 Stations Review Date: ________________ Block _____ Station 1 – Solve for the missing side or angle. Leave all sides in simplified radical form. 1. Q is the center of the circle. AQ  QB. 2. Q is the center of the circle. AB = _______ mQAB = _______ AB = _______ 3. Q is the center of the circle and AB is tangent to the circle. 4. Q is the center of the circle. BC and AC are tangent to the circle. QC = 20. BC = _______ AC = _______ mQCB = _______ QA = _______ QC = _______ Station 2 – Solve for the missing side or angle. Leave all sides in simplified radical form. 5. Q is the center of the circle. 6. Q is the center of the circle. x = _______ y = _______ mBC = _______ x = _______ y = _______ z = _______ 7. Q is the center of the circle. If LQ = 6, MN = 16 and QJ = 4. Find: 8. Q is the center of the circle. LN = _______ QN = _______ JP = ________ KP = ________ mAB = _______ mDQC = _______

2. Geometry/Trig 2 Unit 8 Stations Review Station 3 – Solve for the missing angles or arcs. 9. 10. BC is a diameter. mAC = _______ mBA = _______ mBD= _______ mBAC = ______ mCAD = ______ mBAD = ______ mCD = _______ mAD= _______ mBAC = ______ mADB = ______ mABD = ______ A B C 2 1 D C B 11. 12. AC is tangent to the circle. 3 mAC = _______ mBC = _______ mCD= _______ mDA = ______ mCDA = ______ mBCD = ______ mBD = _______ mED = _______ mABE= _______ mBDE = ______ mCBD = ______ mEBD = ______ 1 3 Q G 5 6 7 D A 4 2 F E E 8 Station 4 – Solve for the missing angles or arcs. 4 • _____________________________________ • _____________________________________ • _____________________________________ • _____________________________________ H J G m1 = ______ m2 = ______ m3 = ______ m4 = ______ mBD = _______ mED= _______ mFE = _______ m1 = ______ m2 = ______ m3 = ______ m4 = ______ m5 = ______ m6 = ______ m7 = ______ m8 = ______