Question: Exercise 10.16. Find the minimum of the function ( f(x)=1-3 x+e^{5 x} ) using the Equal Interval method within an accuracy of 0.005 . Use

Exercise 10.16. Find the minimum of the function ( f(x)=1-3 x+e^{5 x} ) using the Equal Interval method within an accuracy of 0.005 . Use ( delta=0.05 ). Solution : ( mathrm{x}^{*}=-0.1022, mathrm{f}left(mathrm{x}^{*} ight)=1.9065 )

$Exercise 10.16. Find the minimum of the function ( f(x)=1-3 x+e^{5$

Exercise 10.16. Find the minimum of the function f(x)=13x+e5x using the Equal Interval method within an accuracy of 0.005 . Use =0.05. Solution : x=0.1022,f(x)=1.9065

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