create the code in octave

2. In Calculus I, we learned that the derivative of y = x at x = 1 is given by (1 + h)2 - 12 h 0 h (a) Compute the difference quotient above for h = 0.1, 0.01, 0.001,... and observe the convergence as n gets smaller. Record the values of h and in format long (b) As h gets very small, you should begin to see some unexpected behavior. Describe what happens. (c) Explain what is causing this unexpected behavior. Use format hex to defend your conclusion