Posted: 10/30/2025 7:47:56 PM EDT
[Last Edit: j3_][Edited]
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Is there some kind of constant to height rise per degree from 0 to 90 as a radius of a circle rises. When I looked at degrees as a percentage of the height rise it didn't work. Kind of trying to figure it all out since the 90 degree height above the chord isn't half the chords length. |
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Cosine and sine. Learn them. Live them. Love them. Starting out, consider that 90 degrees is 1/2 Pi radians. Then, understand that the sine of 1/2 Pi is 1. And the cosine of 1/2 Pi is 0. Work the trigonometry from there. |
ProTip: Never pick a fight with a tree planter. He swings a hoedad for 9 hours a day, carries 30-40 pounds of seedlings on his back, and has 12-14 friends just like him hiding out on the other side of the junk butt pile. They will fuck your shit up.
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Originally Posted By j3_: Is there some kind of constant to height rise per degree from 0 to 90 as a radius of a circle rises. When I looked at degrees as a percentage of the height rise it didn't work. Kind of trying to figure it all out since the 90 degree height above the chord isn't half the chords length. arc to chord calcs might help h=r-(1/2 of the square root of 4r squared - c squared) |
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Patriot
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“We’re surrounded. That simplifies the problem.” - Chesty Puller, USMC
Patriot
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“We’re surrounded. That simplifies the problem.” - Chesty Puller, USMC
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