In an AHP problem, the priorities for three criteria are Criterion $1 \quad .1722$
Criterion $2 \quad .1901$
Criterion $3 \quad .6377$ The priority matrix is $$\begin{array} { c c c c }
& \text { Criterion 1 } & \text { Criterion 2 } & \text { Criterion 3 } \
\text { Choice 1 } & .425 & .292 & .850 \
\text { Choice 2 } & .330 & .251 & .105 \
\text { Choice 3 } & .245 & .457 & .045
\end{array}$$ Compute the overall priority for each choice.

Question

In an AHP problem, the priorities for three criteria are Criterion $1 \quad .1722$
Criterion $2 \quad .1901$
Criterion $3 \quad .6377$ The priority matrix is $$\begin{array} { c c c c } 
& \text { Criterion 1 } & \text { Criterion 2 } & \text { Criterion 3 } \
\text { Choice 1 } & .425 & .292 & .850 \
\text { Choice 2 } & .330 & .251 & .105 \
\text { Choice 3 } & .245 & .457 & .045
\end{array}$$ Compute the overall priority for each choice.

Quizplus · Accepted Answer

The Answer of In an AHP problem, the priorities for three criteria are Criterion $1 \quad .1722$
Criterion $2 \quad .1901$
Criterion $3 \quad .6377$ The priority matrix is $$\begin{array} { c c c c } 
& \text { Criterion 1 } & \text { Criterion 2 } & \text { Criterion 3 } \
\text { Choice 1 } & .425 & .292 & .850 \
\text { Choice 2 } & .330 & .251 & .105 \
\text { Choice 3 } & .245 & .457 & .045
\end{array}$$ Compute the overall priority for each choice.

In an AHP Problem, the Priorities for Three Criteria Are 1.17221 \quad .17221.1722

In an AHP Problem, the Priorities for Three Criteria Are $1 \quad .1722$