Volume and Surface Area of Solids

What is the SURFACE AREA of the PRISM? Use 2B+Ph

• $126mi^2$

• $162mi^2$

• $16mi^2$

• $39mi^2$

The base of a TRIANGULAR prism is a right triangle with a base of 6 in., a height of 8 in., and a third side of 10 in. The height of the prism is 14 in. Find the SURFACE AREA of the PRISM. Use 2B+Ph

• $382in^2$

• $348in^2$

• $384in^2$

• $350in.^2$

Find the SURFACE AREA of the CYLINDER. Round your answer to the nearest tenth.

• $769.1cm^2$

• $796.1cm^2$

• $769.4cm^2$

• $86.4cm^2$

Find the SURFACE AREA of the REGULAR PYRAMID.

• $296.35ft^2$

• $228.24ft^2$

• $282.24ft^2$

Find the SURFACE AREA of the REGULAR PYRAMID. (Hint: Be sure to add the areas of all the faces and base of the pyramid)

• $134.2mm^2$

• $103.95mm^2$

• $130mm^2$

Find the VOLUME of the PRISM. (V=Bh)

• $160in^3$ $\cdot$

• $320in^3$

• $302in^3$

The BASE of a HEXAGONAL PRISM has an area of 82 square inches. The height of the prism is 4 in. Find the VOLUME of the PRISM.

• $109.3in.^3$

• $382\ in.^3$

• $328in^3$

The BASE of a TRIANGULAR PRISM is a right triangle with a base of 6in. and a height of 8 in. The height of the prism is 14 in. Find the VOLUME of the PRISM.

• $336in^3$

• $318in^3$

• $112in^3$

The base of a HEXAGONAL PYRAMID has an area of 30 square in. The height of the pyramid is 6 in. Find the VOLUME of the PYRAMID. (V=Bh/3)

• $180in^3$

• $60in^3$

• $120in^3$

The BASE of a RECTANGULAR PYRAMID has a length of 4in and a width of 3 in. The height of the pyramid is 5 in. Find the VOLUME of the PYRAMID. (V=Bh/3)

• $60in^3$

• $40in^3$

• $20in^3$