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11.3 What is the correct formula for finding arc length? πr∙(m∡ / 360) 2πr2(m∡ / 360) πr2∙(m∡ / 360) 2πr∙(m∡ / 360) 11.3 What is the correct formula for findingthe area of a sector πr∙(m∡ / 360) 2πr2(m∡ / 360) πr2∙(m∡ / 360) 2πr∙(m∡ / 360) 11.3 Find the length of the arc BC to the nearest tenth. 5 in arc BC = 11.3 Find the length of the arcs below.Round to the nearest tenth. 8 cm arc BC = arc DB = Find the arc lengths below if the radius = 3 feet. Round answers to the nearest tenth. 11.3 95o 3 ft. arc DFE = arc EB = 11.3 Find the length of the arcs below.Round to the nearest tenth. 8 cm arc BCD = 11.3 Identify the different parts of the circleby dragging the correct labels to their correctlocations. segment of a circle ? sector of a circle ? arc of a circle ? Find the area of the orange sector. Leave your answerin terms of π. 11.3 100o 6 in area of sector = π in2 Find the area of the orange sector. Leave your answerin terms of π and round to the nearest tenth. 11.3 48o 4 in area of sector = π in2 Find the area of sector BAC. Round your answer to the nearest tenth. 11.3 diameter = 16 ft area of sector = ft2 Find the area of the shaded sector. Round your answer to the nearest tenth. 11.3 7 in area of sector = in2 11.3 Find the area of the shaded segment. Round to the nearest tenth. 5 cm Area of segment = cm2 11.3 Find the area of the shaded segment. Round to the nearest tenth. 9 ft Area of segment = ft2 |