Mar 8, 2009 #1 Pondera Messages 13 Reaction score 0 Homework Statement Homework Equations The Attempt at a Solution
Mar 8, 2009 #2 jgens Gold Member Messages 1,575 Reaction score 50 It looks like you're not applying the product rule properly when differentiating xy^2. d(xy^2) = y^2 + 2xyy'
It looks like you're not applying the product rule properly when differentiating xy^2. d(xy^2) = y^2 + 2xyy'
Mar 8, 2009 #3 Pondera Messages 13 Reaction score 0 I wasn't using the product rule at all. Thank you for that! Haha. I tried it again and got: Line by line: 7= cos(xy^2)(y^2+2xyy') 7/ cos(xy^2) = (y^2+2xyy') 7/ cos(xy^2) - y^2 = 2xyy' (7/ cos(xy^2) - y^2)(2xy) = y'
I wasn't using the product rule at all. Thank you for that! Haha. I tried it again and got: Line by line: 7= cos(xy^2)(y^2+2xyy') 7/ cos(xy^2) = (y^2+2xyy') 7/ cos(xy^2) - y^2 = 2xyy' (7/ cos(xy^2) - y^2)(2xy) = y'
Mar 8, 2009 #4 gabbagabbahey Homework Helper Gold Member Messages 5,000 Reaction score 7 On your last step, why are you multiplying by 2xy?...Shouldn't you be dividing instead?
Mar 8, 2009 #5 Pondera Messages 13 Reaction score 0 Yeah, it should be divided by our multiplied by (1/2xy). I'm not sure why I did that. :P The rest of it looks okay though?
Yeah, it should be divided by our multiplied by (1/2xy). I'm not sure why I did that. :P The rest of it looks okay though?
Mar 8, 2009 #6 gabbagabbahey Homework Helper Gold Member Messages 5,000 Reaction score 7 the rest looks fine
Mar 8, 2009 #7 Pondera Messages 13 Reaction score 0 WOOO! It was right! Thank you very much, jgens and gabba.