Mahdi Z. answered 11/21/19
University professor with 15 years of teaching experience
∫[sinx + 1/x - 4x-3]dx = -cosx + ln lxl + 2/x2 + Const
Key J.
asked 11/20/19∫((x4sinx+x3-4x)/(x4))
Mahdi Z. answered 11/21/19
University professor with 15 years of teaching experience
∫[sinx + 1/x - 4x-3]dx = -cosx + ln lxl + 2/x2 + Const
Mark M. answered 11/20/19
Retired math prof. Calc 1, 2 and AP Calculus tutoring experience.
Divide each term of the numerator by x4. We obtain:
∫[sinx + 1/x - 4x-3]dx = -cosx + ln lxl + 2/x2 + C
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