do number 2 ### Directions: Find each angle and arc measures.**Problem 1.**- **Figure Description:** A circle with chord WX and chord ZY intersecting at point V inside the circle. The angle WVZ is given as 62°.- **Question:** \( m\angle WXY = \_\_\_\_\_\_ \)**Problem 2.**- **Figure Description:** A circle with points D, G, F, and E on the circumference. Arc DEF is highlighted, and angle DEG is given as 113°.- **Question:** \( mDG\!F = \_\_\_\_\_\_ \)**Problem 3.**- **Figure Description:** A circle with chord PQ intersecting chord QR at point P inside the circle. Angle PQR is required to be measured, and arc QR is labeled with measure S.- **Question:** \( m\angle PQR = \_\_\_\_\_\_ \)**Problem 4.**- **Figure Description:** A circle with points A, B, C, and D on the circumference. Arc AC is labeled and needs to be measured. Angle AB is given as 47°.- **Question:** \( mBC = \_\_\_\_\_\_ \)**Problem 5.**- **Figure Description:** A circle with points J, K, L, and M on the circumference. Chord JK and segment ML intersect at point N within the circle. Angle KNM is given as 53° and angle JML (exterior) is labeled as 65°.- **Question:** \( m\angle JKL = \_\_\_\_\_\_ \)**Problem 6.**- **Figure Description:** A circle with labeled points R, S, T, U. Arcs between these points are labeled with measures. Arcs RS equals 64°, ST equals 75°, and TU equals 139°.- **Questions:** - \( m\angle RST = \_\_\_\_\_\_ \) - \( m\angle RUT = \_\_\_\_\_\_ \)### Detailed Explanation of Diagrams:**1.**- Figure shows intersecting chords which creates vertical angles. The angle given is outside the area, which is 62°.**2.**- The major arc DEF is clear with 113° represented as the measurement of angle DEG.**3

Name: do number 2 ### Directions: Find each angle and arc measures.**Problem
Uploaded: 2024-03-20T07:06:41.000Z
Channel: Bartleby
Description: do number 2 ### Directions: Find each angle and arc measures.**Problem 1.**- **Figure Description:** A circle with chord WX and chord ZY intersecting at point V inside the circle. The angle WVZ is given as 62°.- **Question:** \( m\angle WXY = \_\_\_\