Find the minimum of f$($x$)=2$x$3$log $($x$)$ using genetic algorithm,

where: $-$

The range of x: $[2..........\mathrm{.}15].$

The population size:$4.$

String length: $4$ bits.

Crossover type: $1-$point crossover $($Pc$-100\%).$

Mutation: Bitwise mutation $($Pm$-0\mathrm{.}001).$ Selection method: Roulette Wheel selection.

Initialization parents are:$-$

$0110$

$1101$

$0100$

$1001$