consider △rst and △ryx. if the triangles are similar, which must be true?,

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triangle, ruler, angle @ Pixabay

If you’re like most people, the question above probably confuses you. You may be wondering if △ryx is larger than △rst or vice versa. In this article, we’ll compare the two triangles and figure out which one is bigger! The △ryx is larger than the △rst. The area of a triangle equals its height times half of your base, or in other words A = ½h×b. By looking at this equation and plugging in the values for both triangles, we can solve for when one triangle will be bigger than another by comparing heights and bases to find out which rectangle has more surface area. We know that ryx’s height is y units long (the same with ʂrst) but it’s square-shaped so our base value b²=y*y=z² therefore b≥a because z³ ≤ a² . When you compare their areas, since ab≥ab, ʂrst is larger than △ryx. Number of words: 87 Bullets: * the area of a triangle equals its height times half of your base (A = ½h×b) by looking at this equation and plugging in the values for both triangles we can solve which one will be bigger by comparing heights and bases to find out which rectangle has more surface area. We know that ryx’s height is y units long but it’s square-shaped so our base value b²=y*y=z² therefore b≥a because z³ ≤ a² when you compare their areas, since ab≥ab ʂrst must be

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