hi can someone please help me solve this using Maple Software, please !! Please

Question 6 A Better Slope Approximation The slope of the tangent line to the graph of y = f(x) at (05 f( 0)) may be approximated with the \"forward difference approximation: f(C+AX)-f(0) m a for small Ax Ax It turns out that a far better approximation, for a given Ax, is provided by the central difference approximation maf 00 as x approaches a from one side (ii) f '(x) > 00 as x approaches a from the other side The graph of f(x) has a comer at (a, \"a\" if f(x) is continuous at 'a' and if the right-hand and left-hand derivatives at 'a' exist and are unequal. 2 Consider f(x) = N +1 and g(x) =1 + X3. Determine the nature of the graphs (is there a cusp, comer, or neither) of f(x) and g(x) near the point (0,1). Question 8 Discuss the relationship between differentiability and continuity in a short paragraph