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| | #1 (permalink) |
| | Solving a Right Triangle when only the angles are known? Hello. Can a Right Triangle be solved for the two sides and the hypotenuse when only the angles of the right triangle are known? For example: The three angles are 90 degrees, 32 degrees, and 58 degrees. Can this triangle be solved for the length of the two sides and the length of the hypotenuse? TIA. -- JungleJim74 |
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| | #2 (permalink) |
| | Re: Solving a Right Triangle when only the angles are known? JungleJim74 wrote: Quote: > Hello. Can a Right Triangle be solved for the two sides and the > hypotenuse when only the angles of the right triangle are known? For > example: The three angles are 90 degrees, 32 degrees, and 58 degrees. > Can this triangle be solved for the length of the two sides and the > length of the hypotenuse? Andrew |
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| | #3 (permalink) |
| | RE: Solving a Right Triangle when only the angles are known? I know the answer to my question after giving some serious thought to it. There are an infinite number of triangles with the given angles so at least one side or the hypotenuse must be given to identify a unique triangle which can then be solved. -- JungleJim74 "JungleJim74" wrote: Quote: > Hello. Can a Right Triangle be solved for the two sides and the hypotenuse > when only the angles of the right triangle are known? For example: The three > angles are 90 degrees, 32 degrees, and 58 degrees. Can this triangle be > solved for the length of the two sides and the length of the hypotenuse? TIA. > -- > JungleJim74 |
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