Suppose that for a decision problem there are two attributes, User Satisfaction and Organizational Impact, where scores for User Satisfaction can range from $1$ to $2,$ and scores for Organizational Impact can range from $1$ to $1.$ Higher scores for User Satisfaction are more preferred, while higher scores for Organizational Impact are less preferred. Furthermore, the single dimensional value function over each of these attributes is linear. $($That is$,$ it is a straight line.$)$

There are two alternatives. Alternative $1$ has a User Satisfaction score of $1$ and an Organizational Impact score of $0,$ while Alternative $2$ has a User Satisfaction score of $1$ and an Organizational Impact score of $1.$

Determine the single dimensional values for Alternative $1$ and Alternative $2.($There are four numbers in all.$)$