are you a teacher, student (who doesn't give a crap about grades), or were these all just on google?
In HS we had a teacher who we suspected never really read our in-class essays (the only type of essays we really had in that class). So, for the next few essays, a group of boys (it's always the boys....![]()
) wrote in um....extra bits. After a few times of her not noticing, they got more bold and had whole paragraphs about Chuck Norris giving roundhouse kicks to Jane Austen, wrote entire songs about teachers in the school, and even UNDERLINED some of this stuff.
She eventually noticed, but much too late to save face, IMO.![]()
I heard the same, but with 'what is the hardest thing you ever did?'
And I also love the "expand (a+b)^2" answer. I think it's amazing that I could still answer that, even though I haven't taken a math class since freshman year (03-04). a^2+2ab+b^2, right?
I would have said "The Father, The Son and The Holy Ghost" and see what he would have said. Jesus is technically all 3, isn't he?![]()
![]()
You do realize that a projectile object is at rest (with respect to the ground) at the apex of its curve, right? Likewise, at the maximum compression, in between pushing into the spring and rebounding, there is an instant at which the block's velocity would be precisely zero. At this point the block's potential energy would be lost entirely to the spring.
No, all Three are One. It's complicated, you just have to accept it (if you're a C).![]()
Times past
Q. Who was John Wellesley.
My answer "son of Mr. & Mrs. Wellesley."
ok, i see your point - i didn't consider a moment of zero velocity being 'at rest' in the strictest sense, but then Newtonian laws certainly aren't my strong point.![]()
good thread.. anyway, I'll be the poop
lim(1/(x-8)) x->8 doesnt exist, ie, its not infinity. hmpf. though x->8- is
(x->8+ is neg. infinity... )
and for the expansion thing.. lol. good oneanyway:
![]()
![]()
ie,
![]()
This thread is a gem! I cannot stop giggling. Inspired genius, some of these.
![]()
classic!
I once found an integral to be arctan(x^2) /2 and one of the values I had to plug in was infinity and I assumed it would be undef or something stupid and then I started to cry when my calculator actually returned me an answer of pie/4. Thank god I have a TI 89.