5. Given the function: g(x) = (8-2x if x < 4 √x-4 if x>4 a) Find the limit of g(x) as x approaches the value "4" indicated below. To do this,

compute a table of values of "x" and the corresponding f(x) where "x" takes on the values getting closer and closer to "4" from both sides of "4". b) For the function g(x) given above, determine if g(x) is continuous at c = 4. c) If discontinuous, state whether the discontinuity is removable or non-removable, and explain why. d) At the point x = 4, identify if there is a cusp or a corner..