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11.4 Drag the labels to the appropriate places on the circle to match them with their description. ∡BDC = ∡A = inscribed angle ? central angle ? arc BC = intercepted arc ? 11.4 Which angle is ½ the measure of arc BC? ∡BAC ∡ACD ∡BDC ∡ABC arc BC = 156o 11.4 Find the measure of the inscribed angle D. 11.4 m∡D = 11.4 Find the measure of ∡BCD. 11.4 142o m∡BAD = 142o m∡BCD = 11.4 Find the measure of the inscribed angle C, if arc DC = 72o 72o 11.4 m∡C = 11.4 Find the measure of ∡EDC if arc BC = 112o arc BC = 112o m∡EDC = 11.4 Given the measure of ∡D find the degree of the intercepted arc BC. 29o arc BC = 11.4 Given that arc BD and arc CD are congruent arcs find their measure. 32o arc CD and arc BD = 11.4 Arc and Angle game 1: Find all the missing angle measures and arc measures. 74o m∡DCA = m∡CDB = arc CD = o o o 11.4 Find the value of z and the measure of arc AB arc AB = z = o 11.4 Find the measure of arc DC. 11.4 39o arc DC = (4x - 14)o 11.4 Find the value of x 11.4 x = 11.4 Find the value of t (¾t)o 11.4 t = 11.4 ABCD is inscribed inside a circle. Find the value of y and measure of angle A. A D 6y +10 11y B 4y +7 C m∡A= y = 11.4 ABCD is inscribed inside a circle. Find thevalue of y and measure of angle C. A 5y +3 12y -3 4y +7 D B C m∡C= y = |