Mathematics, 02.03.2021 06:00 florenciaaxell4042
Let f be a differentiable function such that f(1)=π2 and f′(x)=3arctan(x2−3x+2). What is the value of f(3) ?
Answers: 1
![\int \limits ^3_1 \ 3 tan^{-1} (x^2-3x+2) dx \simeq \dfrac{h}{3}(y_o+y_{10}) +4(y_1+y_3+y_5+y_7+y_9)+2(y_2+y_4+y_6+y_8)]](/tpl/images/1159/7173/3b901.png)
![=\dfrac{0.2}{3}\Big[(0+3.3214)+(-1.9039+2.8265+1.4133+6.1259+11.5657)+2(-1.4133-0.9519+1.4133+4.5899)\Big]](/tpl/images/1159/7173/fb57c.png)
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Let f be a differentiable function such that f(1)=π2 and f′(x)=3arctan(x2−3x+2). What is the value o...
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