Pythagorean Theorem 3D Cylinder Cone Pyramid

Find the volume of the cone. First you must find the height using pythagorean theorem with the slant height and radius. (22.5 is NOT the height)

• 4291.99 km³

• 3433.59 km³

• 10300.77 km³

• 17167.95 km³

Find the volume of the cone.

• 1441.26 yd²

• 1377 yd²

• 4323.78 yd²

• 549 yd²

Find the volume of the pyramid.

• 105 yd³

• 945 yd³

• 472.5 yd³

• 315 yd³

Find the volume of the pyramid.

• 72 ft³

• 36 ft³

• 84.8 ft³

• 24 ft³

Find the length of OC in the shape pictured below where O is the centre of the base ABCD.

Give your answer to 2 significant figures.

Find the volume of the pyramid.

• 900 mm³

• 150 mm³

• 450 mm³

• 300 mm³

Find the volume of the pyramid. use pythagorean theorem to find the height of the triangular base. (22.1 is NOT it)

• 931 m³

• 1137.15 m³

• 1396.5 m³

• 758.1 m³

Find the volume of the oblique cone.

• 106.76

• 50.24

• 75.36

• 226.08

What is the length of the pencil in the cylinder if the height is 12 inches and the diameter of the base is 10 inches?

• 15.6 in.

• 6.6 in.

• 44 in.

• 16 in.

Find the length of the slant height for edge AV. (HINT:The altitude height of the pyramid is 12 meters.)

• 10.9

• 13

• 169