Volume and Surface Area of Solids

Front

What is the volume of a prism? Options: V=B⋅H, where B=area of base, V=⅓⋅B⋅H, V=πr²h, V=½⋅b⋅h

Back

V=B⋅H, where B=area of base

Front

What is the volume of a cylinder?

Back

V=πr²h

Front

What is the volume of the prism? Options: V= 27 in³, V= 336 in³, V= 472 in³, V= 672 in³

Back

V= 672 in³

Front

What is the surface area of the prism? Options: SA = 236 in², SA = 472 in², SA = 672 in², SA = 336 in²

Back

SA = 472 in²

Front

What is the surface area of the triangular prism? Options: SA = 600 cm², SA = 540 cm², SA = 1080 cm², SA = 300 cm²

Back

SA = 600 cm²

Front

What is the volume of the triangular prism? Options: V = 600π cm³, V = 600 cm³, V = 540π cm³, V = 540 cm³

Back

V = 540 cm³

Front

What is the volume of the pyramid? Options: V = 1152 ft³, V= 1440 ft³, V = 384 ft³, V = 576 ft³

Back

V = 384 ft³

Front

What is the surface area of the pyramid? Options: SA = 384 ft², SA = 1152 ft², SA = 576 ft², SA = 1400 ft²

Back

SA = 384 ft²

Front

Find the surface area of the cylinder.

Back

SA = 150π in²

Front

Find the volume of the cylinder. Options: V = 150π in³, V = 50π in³, V = 250π in³, V = 125π in³

Back

V = 250π in³