From the course: Preparing for the GMAT
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Boxes and cylinders
- [Instructor] So the GMAT will also occasionally test shapes that are three dimensional like cubes, boxes and cylinders. So in this video we'll talk about finding the surface area and volumes of these particular shapes. So let's start with a cube. So if I draw a 3D cube, the nice thing about a cube is that each side is the same as every other side. So if we need to get the volume of a cube it's just one of the sides cubed. So that's our volume of a cube. Now if we had a box, I'll just draw a box like this, the volume is length times width times height is the volume of a box. So let's say that this would be the length, this would be the width and this would be the height, multiply those three things together and boom, you've got your volume. Now let's talk about the surface area of these shapes as well. So if you remember that to get the area of a square, you square the side length of it, so it would just be, let's say we had this cube over here, I'll redraw it here. Let's say that…
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Point, lines, segments, and planes52s
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Angles1m 42s
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Parallel lines1m 57s
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Polygons3m 5s
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Triangles3m 35s
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Pythagorean theorem2m 37s
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Special right triangles3m 12s
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Area of a triangle2m 3s
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Congruent triangles1m 49s
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Similar triangles2m 30s
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Quadrilaterals2m 15s
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Circles2m 35s
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Circle proportions3m 31s
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Boxes and cylinders5m 43s
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