C. Create one circle and illustrate the following: 1) chord \( P T \) 6) radius \( G A \) 11) inscribed angle \( A O E \) 2) center \( G \) 7) tangent \( O L \) 12) semicircle \( A Y O \) 3) diameter \( X Y \) 8) central angle \( A G E \) 4) radius \( G O \) 9) major arc AXS 5) secant \( S D \) 10) minor arc \( A E T \)
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Use the given image to find: 1 - Radius: 2 - Diameter: 3 - Chord: 4 - Secant: 5 - Tangent: 6 - A minor Arc: 7 - A major Arc: 8 - A semi-circle:
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C. In circle T, mSQ = 48° and RS is a diameter. Determine whether each arc is a minor arc, a major arc or a semicircle. Then find the degree measure of each arc. 1. SQ MINOR ARC 48° 2. RQ MAJOR ARC 132° 3. RP MINOR ARC 4. SP MINOR ARC 5. PQ MINOR ARC 6. PRQ MAJOR ARC 7. SPO MAJOR ARC 8. RPQ MAJOR ARC = 228° 9. RSP SEMICIRCLE = 180° 10. SQP MAJOR ARC =
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Circle $P$ has a radius of length 8 in. Points $A, B, C,$ and $D$ lie on circle $P$ in such a way that $\mathrm{m} \angle A P B=90^{\circ}$ and $\mathrm{m} \angle C P D=60^{\circ} .$ How much closer to point $P$ is chord $\overline{A B}$ than chord $\overline{C D} ?$
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