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Leg theorem In every right triangle, a leg (a or b) is the geometric mean between the hypotenuse (c) and the projection of that leg on it |
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| Or Leg geometric mean theorem | |||
How to convert |
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It can also be written as the reciprocal of the leg theorem: AB2 = BD x BC Applying the Geometric Mean (Leg) Theorem (or Leg Rule) we can find the length of the legs if we know the length of the two segments. |
 | mathematics |
measurement units | |
