No 1 Fil in all details related to the graph and graph the function. Simply state N/A if it does not apply to this particular function, note there may be more than one interval or none at all. f(x) = x^4 + 4x3 a) Domain b) x-intercept and Y-intercept c) f'(x) and f'' (x) d) interval(s) increasing and interval(s) decreasing e) local min point(s) and local Max points f) Interval(s) concave up and Intervals concave down g) inflection point(s) h) Equation(s) of Asymptotes I) Graph. Label all critical points. No 2 Answer all the questions related to the graph and graph the function: f(x) = (2x - 3) / (2x - 8) a) Domain b) x-intercept and Y-intercept c) f'(x) and f'' (x) d) interval(s) increasing and interval(s) decreasing e) local min point(s) and local Max points f) Interval(s) concave up and Intervals concave down g) inflection point(s) h) Equation(s) of Asymptotes I) Graph. Label all critical points. No 3 Determine the following indefinite integral. a). / (5x - 3) (2x + 7) dx b) / (sec^2theta + sec_theta_tan_theta ) d theta No 4 For the following functions, f, find the antiderivative, F, that satisfies the given condition: f(x) = 10x^4 + sinx; given F(0) = 2 And PLEASE SHOW ME A DETAILED WORKING.. I WANT TO LEARN HOW TO SOLVE IT TOO lol