What is the formula to determine the correct angle given exact measurements?

For example:

Side A 8606mm
Side B 11006
Side C ?????
 
  • Right triangle diagram with sides A=8606, B=11006, and C labeled with question marks, illustrating a trigonometry problem.
Daniel-GBG said:
What is the formula to calculate a right angle from exact measurements?

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Side A 8606mm
Side B 11006
Side C ?????
(a^2)+(b^2)=c^2

8606^2+11006^2=c^2

74063236+121132036=c^2

c^2 = 195195272

c= square root(195195272)

c= approx. 13971.2
 
Last edited:
why make it so difficult

take the standing one 6000, the lying one 8000, and then the one that goes from the lying to the standing 10,000
 
Just like Fredrik writes, the formula is 3x4x5 for a right-angled triangle. Then you can multiply this to suitable dimensions for the current case 30x40x50, 60x80x100...
 
Daniel_N doesn't make it difficult... what you (Fredrik and Larsa) bring up is a special case where the sides have a ratio of 3-4-5 (also known as an Egyptian triangle). That is not the case with Daniel-GBG's triangle.
 
As a math teacher, I can't help but agree with the above, but I'm a bit curious; what are you going to measure that is more than 11 meters where you need to use tenths of a mm? (Are you going to build the world's largest machine angle?...)
 
bigsnucke said:
As a math teacher, I can only agree with the above, but I am a bit curious; what are you going to measure that is more than 11 meters and where you need to use tenths of a mm? (Are you going to build the world's largest machine angle?...)
Yes, the thing with the number of significant figures can be interesting...
 
would have been interesting to know how you managed to get such precise measurements over such a long distance.

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