The second kitchen layout is shown in Figure $3$ below. The walking distance between the areas is in feet. For example, the distance from area $1$ to area $2$ is $4$ feet, area $1$ to area $5$ is $14$ feet.

For layout number two, the cumulative "load xx distance" or "movement cost" $=$

feet $($enter your response as a whole number$).$

You have just been hired as the director of operations for Reid Chocolates, a purveyor of exceptionally fine candies. Reid Chocolates has two kitchen layouts under consideration for its recipe

making and testing department. The strategy is to provide the best kitchen layout possible so that food scientists can devote their time and energy to product improvement, not wasted effort in

the kitchen. You have been asked to evaluate the two kitchen layouts and to prepare a recommendation for your boss, Mr$.$ Reid, so that he can proceed to place the contract for building the

kitchens.

Figure $1.$ Number of trips between work centers

The first kitchen layout is shown in Figure $2$ below. The walking distance between the areas is in feet. For example, the distance from area $1$ to area $2$ is $4$ feet, area $1$ to area $3$ is $8$ feet.

Figure $2.$ Kitchen Layout #$1$

For layout number one, the cumulative "load xx distance" or "movement cost" $=676$ feet $($enter your response as a whole number$).$

The second kitchen layout is shown in Figure $3$ below. The walking distance between the areas is in feet. For example, the distance from area $1$ to area $2$ is $4$ feet, area $1$ to area $5$ is $14$ feet.

Figure $3.$ Kitchen Lavout #$2.$ For layout number$$ two, the cumulative

$"$loadtimes$$distance$"$

or$$ "movement

$$cost$"$equals$=$enter your response here

feet $($enter your response as a whole$$ number$).$ The second kitchen layout is shown in Figure $3$ below. The walking distance between the areas is in feet. For example, the distance from area $1$ to area $2$ is $4$ feet, area $1$ to area $5$ is $14$ feet.

For layout number two, the cumulative "load $\backslash (\backslash$times $\backslash )$ distance" or "movement cost" $=$ feet $($enter your response as a whole number$).$