Question: A store is evaluating two options: - expand to a new location - stay and do nothing in current place for the next five years
A store is evaluating two options: - expand to a new location - stay and do nothing in current place for the next five years The decision process includes the following: - Moving to the new site: - would cost $500,000 - annual returns with strong growth =$3 million; with weak growth =$2 million - Doing nothing: - annual returns with strong growth =$2 million; with weak growth =$1.5 million Strong growth has a 70% probability and operating costs for all other options are equal. Draw a decision tree of the problem and determine the best solution with highest expected value
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