can you please explain while you compute it what steps you are taking.

7. On Written Homework #4, problem 3(a), you were asked to evaluate the definite integral: sec(t) . tan(t) . V5 + 4 sec(t) dt By Fundamental Theorem of Calculus (FTC), the integrand should be well-defined and continuous for the integration to take place. Probably you did not pay attention to this important condition of FTC and evaluated this integral without thinking of the consequences. There are values on the interval [-7, 0] that makes the function undefined, as 5 + 4 sec(t) can be negative. Furthermore, it was pointed out that for t = --, the function is discontinuous (why?). Feel free to check the solution of the modified version of this problem. Using the valuable knowledge of Section 8.5, explain why the following integral is improper and compute the integral, if possible. Use proper notation in your work. sec(t) . tan(t) . v5 + 4 sec(t) dt #1 /2