Calculate the volume of rectangular prisms
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Calculate the volume. $V = 10 \text{ cm} \times 8 \text{ cm} \times 14 \text{ cm}$ $V = 1120 \text{ cm}^3$ $V = 10 \text{ cm} \times 12 \text{ cm} \times 20 \text{ cm}$ $V = 2400 \text{ cm}^3$
This question includes visual content: The image contains two hand-drawn sketches of rectangular prisms on grid paper. The first sketch has dimensions 10 cm (width), 8 cm (depth), and 14 cm (height), with the calculation V = 10 cm * 8 cm * 14 cm = 1120 cm^3 shown below it. The second sketch has dimensions 10 cm (width), 12 cm (depth), and 20 cm (height), with the calculation V = 10 cm * 12 cm * 20 cm = 2400 cm^3 shown below it.
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Hi Miriama, let's solve these two volume problems together.
Calculating Volume
First, let's look at the top rectangular prism. We have a length of ten centimeters, a width of eight centimeters, and a height of fourteen centimeters.
To find the volume, we multiply these three dimensions together.
Multiplying eighty by fourteen gives us a total volume of one thousand one hundred and twenty cubic centimeters.
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