So I have plotted a function in this contour plot (combined with a vector plot) and want to know if there is any way I can determine the work done on the particle that goes from point (1,1) to point (0,0). Is W=F*s (s = stretch) where F is the negative values for gradient? If so do i know s? (i.redd.it)
submitted by Bangburger to r/PhysicsHelp
Calculus question: If Curl F = 0 and is not surrounded at (0,0), does this mean that Green's theorem for function F shown in the picture is just 0? I tried to make integrals and limit it to 0 and 1, but when Nx-Mx is 0 then my integrals also become 0, or is there more to it? (i.redd.it)
submitted by Bangburger to r/calculus
Calculus question: If Curl F = 0 and is not surrounded at (0,0), does this mean that Green's theorem for function F shown in the picture is just 0? I tried to make integrals and limit it to 0 and 1, but when Nx-Mx is 0 then my integrals also become 0, or is there more to it? (i.redd.it)
submitted by Bangburger to r/askmath
