5.GM.3
Measure volumes by counting unit cubes using cubic cm (ππ^3), cubic in (ππ^3), cubic ft (ft^3), and improvised units (π’^3).
Example Problems
A rectangular-prism-shaped orchard bin is 2 ft by 2 ft by 2 ft. A truck is packed with 25 of these bins. There is no extra space in the truck. What is the volume of the truck?
Omar's tub is filled with 1,760 cubic centimeters of water. The base of the tub is 16 cm long and 11 cm wide.
What is the height of the water in Omar's tub?
What is the height of the water in Omar's tub?
A tank has a length of , width of and depth of .
Find the volume of the tank in cubic meters.
Find the volume of the tank in cubic meters.
Khan Academy ResourcesVolume of rectangular prisms reviewDecompose figures to find volume practiceSurface area versus volumeVolume formula intuitionVolume with cubes of fractional side lengthsVolume with unit cubesVolume as area of base times heightVolume of rectangular prismsVolume of rectangular prisms with unit cubesVolume word problemsCompare volumes with unit cubesDecompose figures to find volumeVolume with fractionsUnderstanding decomposing figures to find volumeVolume by multiplying area of base times heightVolume word problems: fractions & decimalsDecompose figures to find volume (unit cubes)Measuring volume with unit cubesVolume introVolume word problem: water tankVolume of a rectangular prism Volume of a rectangular prism: fractional dimensionsVolume of a rectangular prism: word problemVolume in unit cubes by decomposing shapeSurface area using a net: rectangular prismVolume with fractional cubesVolume through decompositionMeasuring volume as area times length

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