caaron3 Messages 2 Reaction score 0 Thread starter Oct 31, 2007 #1 Can anyone help me with the integral of cos(y^2)?
cristo Staff Emeritus Science Advisor Messages 8,145 Reaction score 75 Oct 31, 2007 #2 Possibly. Can you reduce cos(y^2) down and express it in terms of sin(y) and cos(y)?
caaron3 Messages 2 Reaction score 0 Oct 31, 2007 #3 not really. I'm finding functions, given the gradient... ((e^x)*cos(y^2))i - (2y(e^x)sin(y^2))j
cristo Staff Emeritus Science Advisor Messages 8,145 Reaction score 75 Oct 31, 2007 #4 I reckon you can. How about if you write cos(2y)=cos(y+y)=...
Gib Z Homework Helper Messages 3,341 Reaction score 7 Nov 1, 2007 #5 cristo - its cos (y^2), not 2y :( caaron3 - it has no elementary solution, though if you really want some sort of a solution, the anti derivative is in terms of the Cosine Fresnel Integral, so look that up.
cristo - its cos (y^2), not 2y :( caaron3 - it has no elementary solution, though if you really want some sort of a solution, the anti derivative is in terms of the Cosine Fresnel Integral, so look that up.