Volume of a Triangular Prism | Printable Worksheets

A triangular prism is a 3D solid formed by putting rectangles and triangles together. Packed in this batch of volume of a triangular prism worksheets are easy, moderate and challenging levels of exercises to find the volume of triangular prisms using the area of the cross-section with dimensions expressed as integers and decimals. Find PDFs to practice unit conversions and solve for missing dimensions too.

Select the Measurement Units

Volume using area of cross-section | Integers

Figure out the volume of a triangular prism by plugging in the area of the triangular cross-section and length expressed as integers in the formula V = Area of the triangular cross-section * length.

Volume using area of cross-section | Decimals

Each worksheet consists of six figures and two word format problems with the area of the cross-section and length presented as decimals. Apply the formula and find the volume of the triangular prisms.

Volume of triangular prisms | Easy

Exclusively dealing with dimensions expressed as integers up to 20, these worksheets provide ample practice in finding the volume of triangular prisms whose height and leg or base measures are provided.

Volume of triangular prisms | Moderate

Level up with this practice set of triangular prisms. Substitute the 2-digit dimensions in the formula and compute the volume which is area of the base triangle multiplied by height of the triangular prism.

Volume of triangular prisms | Decimals

The measure of the legs and height of a right triangle or the base and height are provided in these worksheets. Apply appropriate formulas to determine the volume of the triangular prisms.

Volume of triangular prisms | Challenging

Pose a challenge to students with these volume of a triangular prism worksheets featuring equilateral, isosceles and scalene triangles whose side measures are given. Use relevant formulas to compute the volume.

Volume of triangular prisms | Unit conversion

Recapitulate the concept of calculating the volume of triangular prisms with dimensions expressed in different units. Convert to the specified unit, assign the values in the formula and find the volume.

Find the missing dimensions

Rearrange the volume of a triangular prism formula, make the missing dimension the subject, substitute the values and solve for the missing measure (the height, base or length).