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Two discount superstores (Ultimate Saver and Super Duper Saver) in a growing urban area are interested in expanding their mar
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Answer #1

When Ultimate saver increase the size, Superduper will increase the size as 50>25

When Ultimate saver do not increase, Superduper will increase the size as 250>85

So, the dominant strategy for Superduper is to increase the size.

When Superduper increase the size, ultimate saver will increase the size as 65>35

When superduper do not increase the size, Ultimate saver will increase the size as 275>135

so, the dominant strategy for Ultimate saver is to increase the size

option (C)

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