Measuring and estimating volume of miscellaneous shapes

A security company is designing a new camera. They are trying to build the smallest possible camera that still holds all of the necessary technology.

What is the total volume of the camera design?

Round EVERYTHING to the nearest tenth. NO UNITS.

(a)  

What is the volume of the composite solid? (round to nearest whole number)

• 19 ft³

• 24 ft³

• 29 ft³

• 34 ft³

Which formula will find volume of the hemisphere? ​ (a)  

Which formula will find the volume of the cylinder? ​ (b)  

Find the volume of the composite figure.

The height of the cylinder is 3ft. Find the total volume

• 23.8

• 40.6

• 15.9

• 12.3

Find the Volume.

The figure shown below is composed of a rectangular prism and two half cylinders. Which is closest to the volume of the figure? If necessary, round to the nearest whole number.

• 781 cm³

• 706 cm³

• 631 cm³

• 593 cm³

What is the volume of this composite figure? HINT: The 16ft is the diameter!

• 4825.5 ft³

• 1206.4 ft³

• 402.1 ft³

• 3521.8 ft³

Find the volume of the composition solid. Round your answer to the nearest tenth. 

• 2289.6m³
• 3393.7m³
• 1131m³
• 2107.9m³

Calculate the volume of the resulting solids.

(Hint: Subtract the dotted object's volume from the grey object's volume.)

• 1189.82 Cubic Yards

• 906.34 Cubic Yards

• 840.67 Cubic Yards

• 436.45 Cubic Yards