I was threatened with violence because I asked a
math question.  That was
 1975.  Fortunately, I think we mostly got over her. 
 Early 1960s, in fifth grade, I was "sent to the Principal's office" for
 discipline for insisting that PI was NOT exactly 22/7, inspite of the
 textbook stating, "PI is about 3.1416 or 22/7", which the teacher
 interpreted as meaning exactly 22/7. 
 
Sine 22/7 ~=3.1428, if $\pi$ was exactl;y 22/7 why wouldn't the book have
said 3.1428 and no 31.416? Or did said teacher never think to try
actually dividing 22 by 7?
 Life would be simpler if it was a rational number!  Then we could all
 learn trig in base 7! 
I've recently been working on a calculator which has a Degrees / Greads
(not Radians) switch. The reason, of course, is that a circle is an
interger number of degrees and grads, so that the trig have an integral
period. It's a lot easier to reduce the arguemtn mod 360 or mod 400 than
to do the same thign with 2*$\pi$.
-tony