From the course: Preparing for the GMAT
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Congruent triangles
- [Instructor] So occasionally in a GMAT question, you might have to prove to yourself that two triangles that you see are congruent, IE identical by comparing their sides and angles. So in this video, we'll discuss the basics of triangle congruency. So let's say I have a couple of triangles here, they look alike, but I want to make sure. So I have a couple ways of proving this. One way is called side, side, side, which I'll abbreviate as SSS, and this is if all the sides are the same in both triangles, that's an easy way to tell that they're the same triangle. In other words, they are congruent. Another way that we tell is side, angle, side. So, SAS, so that would be if this side, this angle, and this side were the same as this side, this angle, and this side in the other triangle, we would also be able to prove that they're congruent or identical. And then the final way is angle, side, angle. So here if we knew that this angle, this side, and this angle were the same as this angle…
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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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