Surface Area and Volume of Solids

Last updated almost 4 years ago

21 questions

Other Answer Choices:

pentagonal pyramid

trapezoidal prism

triangular pyramid

triangular prism

cylinder

square prism

hexagonal prism

cone

rectangular prism

hexagonal pyramid

pentagonal prism

trapezoidal pyramid

sphere

square pyramid

rectangular pyramid

Find the surface area of each figure.  Round your answers to the nearest hundredth, if necessary.

Find the volume of each figure.  Round your answers to the nearest hundredth, if necessary.

Surface Area and Volume of Solids

Surface Area and Volume of Solids

Determine if the solid is a pyramid, prism, cylinder, cone, or sphere.

Surface Area

Surface Area

Surface Area

Surface Area
*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area

Surface Area

Surface Area

Surface Area

Volume

Volume

Volume

Volume

Volume

Volume

Volume

Volume

Volume
*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area

Surface Area

Surface Area

Surface Area
*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area

Surface Area

Surface Area

Surface Area

Volume

Volume

Volume

Volume

Volume

Volume

Volume

Volume

Volume
*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area and Volume of Solids

Surface Area and Volume of Solids

Determine if the solid is a pyramid, prism, cylinder, cone, or sphere.

Surface Area

Surface Area

Surface Area

Surface Area*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area

Surface Area

Surface Area

Surface Area

Volume

Volume

Volume

Volume

Volume

Volume

Volume

Volume

Volume*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area

Surface Area

Surface Area

Surface Area*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area

Surface Area

Surface Area

Surface Area

Volume

Volume

Volume

Volume

Volume

Volume

Volume

Volume

Volume*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area
*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Volume
*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Surface Area
*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.

Volume
*Hint: The height of the prism is NOT the height of the trapezoid. You can also think about the height of a prism as the distance (segment length) between the two congruent bases (same shape and size). In this case, the distance between the two trapezoids.