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Answer:f'(x) = 15x^2 + 12x -12This is according to basic rules of differentiation and is a beginner level differentiation question as following:If f(x) = ax^nThen f'(x) = x(nx^n-1)
Differentiate 5x3 + 4x2 + 5x + 9The rules from polynomial differentiation: d(axn ) / dx= a(nxn-1) and df/dx + dg/dx = d (f+g) /dx and dn/dx = 0Using these rules...
3x4/3-16y3/4=32Differentiating implicitly:4x1/3-12y-1/4(dy/dx)=0Simplifying and rearranging:x1/3=3y-1/4(dy/dx)dy/dx=1/3(x1/3yAnswered by Ben G. • Maths tutor3045 Views
Let the first term of a geometric progression be 'A', define the geometric sum, which we will call 'S', of 'Ax^n' for each integer n to be the sum from n=0 to r of 'Ax^n'. Hence S=A+Ax+Ax^2+...+Ax^r. Cons...
Firstly I would ask the student what different ways of integration do we know so far? After eliminating each possibility, such as the answer is not XlnX, as this differentiates via product rule, the stude...
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