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"Volume of a Cone" Cylinder and Cone PPT Courseware 4
Compare:
Are the height and base area of the cone equal to the height and base area of the cylinder?
Let's do another experiment using the cone and cylinder we just compared:
When the cylinder and the cone are neither equal in base nor height, is the volume of the cone still one-third of the volume of the cylinder?
(1) The volume of a cylinder is 6 cubic centimeters, and the volume of a cone with the same base and height is ( ) cubic centimeters.
(2) There is a cylinder and a cone. Their base radii are equal and their heights are equal. The volume of the cone is 18 cubic decimeters and the volume of the cylinder is ( ) cubic decimeter.
A conical part has a base area of 19 cm2 and a height of 12 cm. What is the volume of this part?
A pile of rice is approximately cone-shaped. The circumference of the base is 9.42 cm and the height is 5 cm. What is its volume in cubic centimeters?
If a cube of wood with an edge length of 6 cm is processed into the largest cone, what is the volume of the cone in cubic centimeters?
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For more information about the "Volume of Cones Cylinders and Cones" PPT courseware, please click the Volume of Cones ppt Cylinders and Cones ppt tag.
"Volume of a Cone" PPT courseware:
"Volume of a Cone" PPT courseware Part 1: Teaching objectives: 1. Through experiments, explore and master the calculation method of the volume of a cone. 2. Develop hands-on skills and inductive reasoning skills through processes such as observation, conjecture, and experimentation. 3. Cultivate independent exploration and...
"Volume of a Cone" PPT:
"Volume of a Cone" PPT Part 1 content: Review: Calculate the volume of the following cylinders orally. ①The bottom area is 5 square centimeters, the height is 6 cm, the volume = __________ ②The bottom radius is 2 decimeters, the height is 10 decimeters, the volume = __________ ③The bottom diameter is...
"Volume of a Cone" Cylinder and Cone PPT Courseware 8:
"Volume of a Cone" Cylinder and Cone PPT Courseware 8 The volume V of a cone is equal to one-third of the volume of a cylinder with the same base and height as it. 1. Fill in the blanks: 1. The volume of a cone = ( ), represented by letters ( ). 2. The volume of a cylinder and the volume of its cone ( )..