Question #176603

Use False position method determine the root of the equation

Cosx –xe4=0


1
Expert's answer
2021-04-12T08:22:52-0400
f(x)=cosxxe4f(x)=cosx-xe^4

dfdx=sinxe4\frac {df}{dx}=-sinx-e^4

sinx=e4sin x=-e^4

This function has no extremum points.


xi=af(b)bf(a)f(b)f(a)x_i=\frac {af(b)-bf(a)}{f(b)-f(a)}



answer: 0.0185


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