Use implicit differentiation to find the slope of the tangent line to the graph of : 4x3 . sec(x + y2) + 5y2 = 4 cos(x + 1) - 5ey-1 - 2x at the point (-1, 1).Find y" if implicit differentiation produces the following equation in y': (y' + 1) . x2m + 3y' = 2/y . xtey-1A particle is moving through the xy-p|ane in such a way that its x coordinate is changing at the rate of x/E m/s, and its y coordinate is changing at the rate of 2\\/ m/s. Let D be the distance between the particle and the fixed point (2, 3). How fast is the distance D changing when the particle is at (1, 1)? Note that D is given by: D2 = (x +2)2 +(y+3)2