- Mar 6, 2004
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Homework has a "Tuesday, March 1st" due date. Well, turns out there is no fucking Tuesday March 1st, and it's due in 3 hours. Halp.
1. Find lim(x->0) of [sin(a+2x) - 2sin(a+x) + sin(a)]/2
2. If y = (x/sqrt(a^2 - 1)) - (2/sqrt(a^2 - 1))arctan[sin(x)/(a+sqrt(a^2 - 1)+cosx)] show that dy/dx = 1 / (a+cosx)
3. Find y' if y = sin^2(cos(sqrt(sin(pi*x))))
Uh, I can barely understand what I wrote.
1. Find lim(x->0) of [sin(a+2x) - 2sin(a+x) + sin(a)]/2
2. If y = (x/sqrt(a^2 - 1)) - (2/sqrt(a^2 - 1))arctan[sin(x)/(a+sqrt(a^2 - 1)+cosx)] show that dy/dx = 1 / (a+cosx)
3. Find y' if y = sin^2(cos(sqrt(sin(pi*x))))
Uh, I can barely understand what I wrote.