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Here are some Parameter equations for a Right Triangles... have fun

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chris
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Here are some Parameter equations for a Right Triangles... have fun

Here is a list of formulas that can be used to calculate the length of sides and the angles of a Right Triangle in the Parameters window. Being able to use the formulas gives an advantage to the method of creating a "junk sketch" to project geo and add a reference dimension. Check out the video to see which sides and angles were given what names and the formulas that go with them. If you use these formulas, you'll need to swap out the Parameter name for your own parameter names, but this should get you going so you don't have to do what I did which was spend "hours" watching, reading and trial and error to get these working. __________________________________________________________________________________________

 

Units (in)     A_Adjacent =     sqrt(((((C_Hypotenuse)^2ul) / 1in) - (((B_Opposite)^2ul) / 1in))*1in)

Units (in)     B_Opposite =     sqrt(((((C_Hypotenuse)^2ul) / 1in) - (((A_Adjacent)^2ul) / 1in))*1in)

Units (in)     A_Adjacent =     sqrt(((((A_Adjacent)^2ul) / 1in) + (((B_Opposite)^2ul) / 1in))*1in)

 

Units (deg) =     asin(B_Opposite / C_Hypotenuse)

Units (deg) =     asin(A_Adjacent / C_Hypotenuse)

 

Units (deg) =     acos(B_Opposite / C_Hypotenuse)

Units (deg) =     acos(A_Adjacent / C_Hypotenuse)

 

Units (deg) =     atan(B_Opposite / A_Adjacent)

Units (deg) =     atan(A_Adjacent / B_Opposite)

 

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