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A Couple, Both Recently Graduated Engineers, Are Deciding on Some

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A couple, both recently graduated engineers, are deciding on some details for their honeymoon. They have looked at a "honeymoon suite review" for their hotel of interest on the internet and have developed a matrix of outcomes that is presented in the table below. They decide to use the satisficing, nondimensional scaling, and additive weighting methods to help make their decision. Assume the nondimensional values given to the ratings were excellent = 1.0, good = 0.8, fair = 0.5, and poor = 0.1. What can they conclude?  Attributes Weight Alternative I Alternative II  Alternative III Acceptable Ra st per night 0.21$29,000$27,000$26,000$26,000$30,0 tel condition 0.20 Good  Good  Excellent Good- Excelle  tel service 0.3389919792100 om  cleanliness 0.1696989996100 om comfort 0.28909510095100\begin{array}{l|l|l|l|l|l}\hline\text { Attributes}&\text { Weight}&\text { Alternative I}&\text { Alternative II }&\text { Alternative III}&\text { Acceptable Ra}\\\hline \text { st per night } & 0.21 & \$ 29,000 & \$ 27,000 & \$ 26,000 &\begin{array}{llcc}\$ 26,000- \\\$ 30,0\end{array} \\\hline \text { tel condition } & 0.20 & \text { Good } & \text { Good } & \text { Excellent }&\begin{array}{llcc} \text {Good- } \\ \text {Excelle }\end{array} \\\hline \text { tel service } & 0.33 & 89 & 91 & 97 &92-100 \\\hline \text { om } \\\text { cleanliness } & 0.16 & 96 & 98 & 99& 96-100 \\\hline \text { om comfort } & 0.28 & 90 & 95 & 100 &95-100 \\\hline\end{array}

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