Q: How do you find the volume of a cuboid when height and area are given?

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As given the question has no solution. The base area cannot be 180 cm since that is a linear measure, not a measure of area, which should be in square centimetres. If it is assumed that the base was 180 SQUARE cm, then Volume = Base*Height So Height = Volume/Base = 190/180 = 19/18 = 1.0555 cm.

The volume of a cylinder is found by multiplying the area of its base times its height.

v=1/3bh

Volume is a 3 dimensional attribute . Not only do you have to know the width and the height but also the length. If the width is, say, the diameter of a cylinder than you can easily find the area of the cross section (pi * r2) and multiply that by the height to get the volume.

Multiply the base area by the height, and you have the volume.

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The answer depends on what information you have. One possible answer is height = volume divided by base area.

Rectangles are flat or two dimensional. They have an area; they do not have a volume. The area of a rectangle is its length x width. If it was about the volume of a three dimensional Cuboid (or rectangular cuboid), its volume is the length x width x height.

Volume = Height × Width × Depth Surface area=2(lw+wh+hl)

length *width*height=area of cuboid

volume of cuboid = height * width * length volume = 20 * 8 =160 cm ^ 3

60/12 = a height of 5 cm

As given the question has no solution. The base area cannot be 180 cm since that is a linear measure, not a measure of area, which should be in square centimetres. If it is assumed that the base was 180 SQUARE cm, then Volume = Base*Height So Height = Volume/Base = 190/180 = 19/18 = 1.0555 cm.

Not enough information. The volume is the base area times the height; the height is therefore the volume divided by the base area.

Make the height the subject of the fornula for the volume or surface area of the cylinder

Volume of a cuboid = cross-section area times its length

The volume of a cylinder is found by multiplying the area of its base times its height.

Multiply the base area by the height.