Which of the following statements is true? Responses If f(x) = sec (x) tan(x), then a particular anti-derivative of f(x), is -csc (x) + C. If f(x) = sec (x) tan(x), then a particular anti-derivative of f(x), is -csc (x) + C. If f(x) = sec (x) tan(x), then the particular anti-derivative of f(x), tan (x) + C. If f(x) = sec (x) tan(x), then the particular anti-derivative of f(x), tan (x) + C. If f(x) = sec (x) tan(x), then a particular anti-derivative of f(x), is -csc (x) + 1. If f(x) = sec (x) tan(x), then a particular anti-derivative of f(x), is -csc (x) + 1. If f(x) = sec (x) tan(x), then the general anti-derivative of f(x), sin (x) + 3. If f(x) = sec (x) tan(x), then the general anti-derivative of f(x), sin (x) + 3