determine-the-first-and-second-derivatives-of-yx3x210y-x3-x2-10

Question

Determine the first and second derivatives of y=x3+x2−10y = $$x^3$$ + $$x^2 -10.$$

Accepted Answer

y′=$$3x2+2xy^{\prime}$$=$$3x^2+2xy$$′$$y^{\prime}$$′=$$6x+2^{\prime}=6x+2$$

Answer

y′=$$3x2+2y^{\prime}$$=$$3x^2+2y$$′$$y^{\prime}$$′=$$6x+2^{\prime}=6x+2$$

Answer

y′=$$3x2+2y^{\prime}$$=$$3x^2+2y$$′$$y^{\prime}$$′=$$6x^{\prime}=6x$$

Answer

y′=$$3x2+2xy^{\prime}$$=$$3x^2+2xy$$′$$y^{\prime}$$′=$$6x^{\prime}=6x$$

Determine the first and second derivatives of y=x3+x2−10y = x^3 + x^2 -10.