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`A = 2pi* "r" * "l" `

Enter a value for all fields

The **Surface Area of a Slanted Cylinder** computes the surface area of a slanted cylinder based on the radius of the base and the length of the side.

**INSTRUCTIONS:** Choose units and enter the following:

- (
**r**) Base Radius - (
**l**) Slanted Side Length

**Surface Area (A):** The surface area is returned in square meters. However, this can be automatically converted to other area units via the pull-down menu.

- Surface Area of a slanted cylinder based on the radius (r) and side length (l).
- Surface Area of a slanted cylinder based on the radius (r), slant angle (θ) and the height (h).
- Volume of a Slanted Cylinder
- Mass or Weight of a Slanted Cylinder

The formula for the surface area of a slanted cylinder is:

A = 2π•r•l

where:

- A is the surface area of a slanted cylinder.
- r is the radius of the cylinder
- l is the lateral length of the cylinder.

**Related Cylinder Calculator Functions:**

- Compute the
**Lateral Surface Area**(sides) of the cylinder based on height and radius. - Compute the
**Total Surface Area**of a cylinder including the sides, top and bottom. - Compute the
**Volume**of a cylinder based on cylinder height and radius - Compute the
**Height**of a cylinder based on the volume and radius. - Compute the
**Radius**of a cylinder based on the volume and height. - Compute the
**Mass or Weight**of a cylinder as a function of the volume and mean density of the substance of the cylinder. - Compute the
**Density**of a cylinder. - Compute the
**Lateral Surface Area**of a**Slanted**cylinder. - Compute the
**Volume**of a**Slanted**cylinder. - Compute the
**Weight or Mass**of a**Slanted**cylinder. - Compute the moment of inertia of a cylinder shaped object based around the central axis
- Compute the moment of inertia of a cylinder shaped object around the end of the cylinder
- Compute the moment of inertia of a cylinder shaped object perpendicular to the central axis.
- Look up the mean density of common substances (useful in calculating the mass/weight and the moments of inertia)