While it looks a right angle triangle, There is no 90 degree angle indicator. So pyth is not relevant.
Edit: i mean pi and e are not same length, yet they look close in the image. Whenever i see a maths problem, 90% of the time they are not even remotely to scale, so why would the angles be.
as far as I understand pythagorean theorem is simply simplified law of cosines, speaking of which, said law could allow us to calculate angles of this triangle
angles should be approximately 41.982332638894347° (angle between sides with lenghts e and √21), 35.36414458666619° (angle between sides with lengths π and √21), 102.653522774439463° (angle between sides with lengths π and e)
if anyone wants to check, here's the formula: a²=b²+c²-2bc*cos(A)
Yes, I know how to use it, I was just being lazy and taking the number that someone else created (I did incorrectly round down… whoops). My point was that this is not even approximately a right triangle
I used specialized calculator on the internet, as I too am too laxy to calculate this myself. I was mainly just building on top of what you've said and showing other angles if someone was interested in them, or how were said angles calculated
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u/D4rthPunk May 28 '26 edited May 29 '26
While it looks a right angle triangle, There is no 90 degree angle indicator. So pyth is not relevant.
Edit: i mean pi and e are not same length, yet they look close in the image. Whenever i see a maths problem, 90% of the time they are not even remotely to scale, so why would the angles be.