Finding that second wind to push through and pound the slam before you pass out. TFM. Yours Truly14 years ago
BrotherOmicron Let (x1, y1) and (x2, y2) be two given points, and let (x, y) be any point on the line. Then the slope joining one of the given points and any point, is equal to the slope joining the two given points. 14 years ago at 10:38 am
INazeHiggers I can’t count how many times I’ve gotten back out of bed to go hook up with some girl. Similar ventures, I suppose. 14 years ago at 3:29 pm
“Bro, I love raging”
14 years ago at 1:10 pmHuh?
14 years ago at 9:41 pmI’m able to do this around 70% of the time.
14 years ago at 5:51 pmI’d love to see the math behind your reasoning of 70%
14 years ago at 6:31 pmLet (x1, y1) and (x2, y2) be two given points, and let (x, y) be any point on the line. Then the slope joining one of the given points and any point, is equal to the slope joining the two given points.
14 years ago at 10:38 amI can’t count how many times I’ve gotten back out of bed to go hook up with some girl. Similar ventures, I suppose.
14 years ago at 3:29 pmPretty sure this is called doing cocaine
14 years ago at 9:11 am