(\"I point) Find a parameterization for the curve shown in the figure below. m) : 1 , where 0 753 1 (Note: you need to enter answers in all three answer blanks to receive feedback.) (1 point) Write a parameterization for the curve in the acy-plane that is a vertical line through the point (-2, -6). xc (t) = y(t ) =(1 point) Find a parametrization of the circle of radius 4 in the xy-plane, centered at (*1, 3), oriented counterclockwise. The point (3, 3) should correspond to t = 0. Use t as the parameter for all of your answers. 37(t) : W) : (1 point) Find a vector function that represents the curve of intersection of the paraboloid z = 41:2 + 43/2 and the cylinder y = 5m2. Use the variable t for the parameter. fit) :