char808 Messages 27 Reaction score 0 Thread starter Jun 4, 2010 #1 Homework Statement Let f(x) = (x2)/sin(x)2. Find f'(x). Homework Equations Chain rule, quotient rule The Attempt at a Solution f'(x) = [2xsin(x)2 - x22cos(x)2]/(sin(x)2)2
Homework Statement Let f(x) = (x2)/sin(x)2. Find f'(x). Homework Equations Chain rule, quotient rule The Attempt at a Solution f'(x) = [2xsin(x)2 - x22cos(x)2]/(sin(x)2)2
rl.bhat Homework Helper Messages 4,432 Reaction score 10 Jun 4, 2010 #2 char808 said: Homework Statement Let f(x) = (x2)/sin(x)2. Find f'(x). Homework Equations Chain rule, quotient rule The Attempt at a Solution f'(x) = [2xsin(x)2 - x22cos(x)2]/(sin(x)2)2 Derivative of sin(x)2 = cos(x)2*2x
char808 said: Homework Statement Let f(x) = (x2)/sin(x)2. Find f'(x). Homework Equations Chain rule, quotient rule The Attempt at a Solution f'(x) = [2xsin(x)2 - x22cos(x)2]/(sin(x)2)2 Derivative of sin(x)2 = cos(x)2*2x
Mark44 Mentor Insights Author Messages 38,146 Reaction score 10,750 Jun 5, 2010 #4 BTW, the usual notation for (sin(x))2 is sin2(x).