d$.$ The dual value for constraint $2$ is $0\mathrm{.}5.$ Using this dual value and the right$-$hand$-$side range information in part $($c$),$ what conclusion can be drawn about the effect of changes to tr right$-$hand side of constraint $2?$ If required, round your answers to $1$ decimal place.

The improvement in the value of the optimal solution will be $$ for every unit increase in the right$-$hand side of constraint $2$ as long as the right$-$hand side is betwe

$x$ and $x.$

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Partially correct