Differentiate ((3x3)/( x)) with respect to x.Asked on March 30, 2026|MathematicsThis mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.ScanSolve AI AnswerAnswered on March 30, 2026Step 1: Differentiate ((3x^3)/( x)) with respect to x. First, simplify the expression using logarithm properties: ((3x^3)/( x)) = (3x^3) - ( x) = (3) + (x^3) - ( x) = (3) + 3(x) - ( x) Now, differentiate each term with respect to x: (d)/(dx)((3)) = 0 (d)/(dx)(3(x)) =Related Mathematics QuestionsFind the local time of Yanga in Tanzania, which is located at longitude 39° East, if it is 12:00 noon at Kinshasa in the...Cacheprobe1780603963316: A cyclist rides 90 km in 2 hours. Average speed in km/h? Show work.Cacheprobe1780603930644: A cyclist rides 90 km in 2 hours. Average speed in km/h? Show work.Cacheprobe1780603930644: A cyclist rides 90 km in 2 hours. Average speed in km/h? Show work.Cacheprobe1780603897115: A cyclist rides 90 km in 2 hours. Average speed in km/h? Show work.Cacheprobe1780603897115: A cyclist rides 90 km in 2 hours. Average speed in km/h? Show work.See all Mathematics questions