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	7th Ch 6.3 Surface Areas of Cylinders (Michael Armstrong) View
	6.3 Surface Area of Cylinders (Chad Wahlberg) View
	Lesson 6.3 (Jaime Trombley) View
	6.3.1 Let S be the solid obtained by rotating the region shown about the y-axis. y = x(x-1)^2 (Sofia Veloso Magioli e Mello) View
	6.3 Total Surface Area (Part 1 - Regular Shapes) (AnnakisDSC) View
	6.3.28 If the region shown is rotated about the y-axis to form a solid, use Midpoint Rule with n = 5 (Sofia Veloso Magioli e Mello) View
	Geometry Skill 6.3: Volumes of 3D Shapes (Reuben Benzel) View
	6.3.15 Use cylindrical shells to find the volume by rotating. y = x^4, y = 0, x = 1; about x = 2 (Sofia Veloso Magioli e Mello) View
	6.3.23 Set up an integral for the volume of the solid. y =(cosx)^4,y =-(cosx)^4, about x = pi (Sofia Veloso Magioli e Mello) View
	7th Ch 6.6 Surface Areas of Composite Solids (Michael Armstrong) View