A perfect 89° angle
Assumptions:
- The bottom right corner of the angle is the origin, putting the majority of the arc in quadrant II.
- 0 degrees starts on the positive x-axis to right.
- Counterclockwise is a positive angle.
- All degrees are relative to the edges of the picture.
The side nearest to the positive y-axis is at ~92.38°
The side nearest to the negative x-axis is at ~180.32°
The angle or the arc is ~87.94°
An actual 89° arc, I do appreciate. An 88° arc labelled as an 89°, I do not. I ardently hope you gain more skill in measuring angles, and have less malice that causes you to wish your misery on others.
I absolutely love the amount of effort you put into this comment mon ami.
Did they? Or is it all bs?
I mean, you could find out… unless you’d rather rely on internetizens to tell you the truth.
There are plenty of free online image protractors available. You could even print out a paper protractor and hold it up to your screen.
Being willing to try to answer your own questions, and then succeeding is one of the most rewarding feelings. Take a walk on the wild side, and give in to your curiosity.
And that, kids, is what we call a perfectionist.
Would the parallax of the photo cause the discrepancy?
So it is perfectly 89°? What is the issue?
They know it’s not 89°. They are messing with the perfectionists and a bunch of you took the bait.
2 years ago, my OCD would have made me mad, now I look at it and its beautiful
Tips phone away from centre point until the angle appears as 90°. Ah all is good in the world.
Notices the arc is no longer a quarter circle. Aaaaaghh!
Look buddy, that’s not quite right!
Almost!
Meh. It’s fine.
Now if you slightly tilted that thing on its x-axis, I would be fucking enraged
Now listen here you little shit.
I hope you have a wonderful and slightly off kilter night!
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