The graph of quadratic function f(x) has a minimum at (-2,-3) and passes through the point (2,13). the function g(x) is represented by the equation g(x)=-(x+2)(x-3) how much greater is the y-intercept of g(x) than f(x)? i really need some soon ((: lots of points given

Fred and gene are hang gliding. fred is 700 feet above the ground and descending at 15 ft/s. gene is decending as shown in the table. interpret the rates of change and initial values of the linear functions in terms of the situations they model. show all work. freds equation is f(x)=-15x+700. ( genes is the table attached)