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Example 2: Find the length of a cuboid if its volume is 196 cubic units, its width is 4 units and height is 7 units. Solution: The formula which is used to find the volume of a cuboid is, Volume of Cuboid = Length x Width x Height. The following dimensions are given: volume of cuboid = 196, width = 4, height = 7, length = ?
Students will begin to calculate volume of different rectangular prisms using base ten cubes and then transition to using the formula V = L x W x H. Students will then practice using the legendary fifth grade activity, Cootie Catchers.
This is a fluency worksheet to help students practice finding the volume of rectangular prisms using the LxWxH formula. There are 9 solid figures, each with three labeled sides using inches, centimeters, feet, or units.
The formula for calculating the volume of an object is LxWxH, where L represents the length, W represents the width, and H represents the height. To obtain the volume of an object, you need to multiply the length, width, and height together.
This is a fluency worksheet to help students practice finding the volume of rectangular prisms using the LxWxH formula. All figures are unlabeled but filled with unit cubes, so students must first find the length, width, and height by counting the cubes, and then they can solve.
This is a fluency worksheet to help students practice finding the volume of rectangular prisms using the LxWxH formula. All figures are unlabeled but filled with unit cubes, so students must first find the length, width, and height by counting the cubes, and then they can solve.
See these examples. When height would be unclear—for example if the figure is not “level” —people cannot know what is meant by width, depth, or height without labels, although length is generally still assumed to refer to the longest measurement on the figure.
