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Method and examples
Derivative
Method

 1. Find Derivative y = Order of derivative first order second order third order Also evaluate at x = Simplify Before and after derivative 2x^3-2x^2-5x+4log(x)exp(3x)sin^3(x)2log(x)+3e^x+4tan^2(x)-5sec^2(x)log(x)e^xsec^2(x)-tan^2(x)(x^2+1)/(x^2-1)x^2*sin(x)/log(x)asin(x)acos(x)atan(x)acot(x)acsc(x)asec(x)sqrt(x)3^x3^(2tan^2(x)) tan(x)2sin(tan^2(x))*3cos(x)-3cos(sin(x))+42sin^3(x+tan^2(x))3cos(sin(x))e^(-2x)sqrt(sin(x))x^2*3^x*sin(x)e^(x^2)log^2(x)sin(x^2)log(log(log(x)))sin(e^x)sin(3^x)log(sin(x^2))e^(tan(x^2))sin^2(x)sin(cos(sin(e^x+1)))sin(log(cos(e^x+x^2)))3^x*e^(log(x))sqrt(x^2+1)2sin^3(1+tan^2(x))-3cos(sin(x))+4asin(3x-4x^3)atan((sqrt(1-x^2)-1)/x)
 2. Find maximum and minimum value of y y = x^3+6x^2-15x+7x^3-9x^2+24x+24x^3+19x^2-14x+33x^2+12x-15

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