Consider the following line integral over the given plane curve. /xy le (x4y + sin(x)) dy, C is the arc of the parabola y = x2 from (0, 0) to (r, it = ?) Use x as the parameter to write parametric equations for C where 0 SXs a starting at the point (0, 0). X = x y = Use x as a parameter of C to write an equivalent integral in only the variable x. Lex (x4y + sin(x)) dy = ICE dx 0 Evaluate the line integral.