Mathematicians: Help me stick it
(back) to The Man: Is 1.75 miles enough for a vehicle that started off moving slower than the rest of traffic to build up speed, pace a car and accurately determine its speed?
Picture this:
Two Cars. One (me) driving at 70-75 MPH in the number one lane on a four lane freeway; the other (cop) just merging onto the freeway from an on ramp, probably going between 45-60 MPH, working his way up to 65. Weather is clear, freeway is mostly empty.
Within 1.5 to 1.75 miles the cop pulled me over for passing him.
How mathematically does this work?
Is 1.75 miles enough for a vehicle that started off moving slower than the rest of traffic to build up speed, pace a car and accurately determine its speed?
It seems to me that he would have had to travel at an incredible speed to catch up to a car that was moving from 15 to 20 MPH faster than him, and even if he did does the speed he caught up to me at count for anything?
How fast would he have to go to catch up to me?
How far would he have to travel to accurately gauge my speed via pacing?
There has got to be some sort of math behind this that I can use in my defense but I suck at math. Please help.
(Please no lectures on how I should just pay the ticket and go to traffic school.)
(Furthermore, to help understand why I am fighting a ticket in this manner:
There is no mention of Radar on my citation, so if the officer claims to have me on Radar I can use the defense that there is no way to determine the accuracy of his Radar equipment since he did not write in his Radar information (ID number or what ever).
Also the officer did not write in his Patrol Vehicle unit number on my citation, without which there is no way to verify the accuracy of his speedometer, and no way to accurately gauge my speed as a result.)
posted by bshort at 9:34 AM on January 4, 2006