A cylinder is a 3-dimensional figure with two congruent circles as bases that are parallel to each other with the same size shape from the bottom to top. Below is an example of a cross-section of a cylinder. All cross-sections are congruent circles that are parallel to the bases of the cylinder.

This activity might not be viewable on your mobile device. Interactive exercise. Assistance may be required. Click on the image below to view the net of a cylinder. Click the orange center of the circle to “unroll” the cylinder.

Cylinder and net of cylinder

The net of a cylinder is a rectangle and two circles, as shown below, and observed when the cylinder was unrolled.

The circular top and bottom, or bases, of the cylinder have the same diameter as the cylinder.

Pause and Reflect: What shape is the lateral surface of a cylinder? What are the dimensions of this lateral surface in terms of the radius, r, of the cylinder, and the height, h, of the cylinder?

Interactive popup. Assistance may be required. Possible Response

The lateral surface of a cylinder is a rectangle!

The width of the rectangle is equal to the circumference of the cylinder, which is 2πr.

The length of the rectangle is the height of the cylinder, h.

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Answer the following questions.


Cylinder net, Circles A=Pi r squared, Rectangle A=d Pi x h

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