Why does a Nash equilibrium represent a plausible outcome for a game?
a) If Party A chooses first, the outcome is the same as its expectation regardless of B’s
choice
b) If Party B chooses first, the outcome is the same as its expectation regardless of A’s
choice
c) Regardless of which party chooses first, if they both expect the other to choose a its
Nash equilibrium, then both parties expectations will equal the outcome.
d) Neither party needs to make a choice, the market forces an agreeable equilibrium
outcome
e) None of the above are correct
What is a key issue facing managers of the 2000s with respect to production
technology?
a) Using the technology while maintaining an adequate level of complexity vs.
simplicity
b) Balancing price of the technology with the benefits of its use
c) The choice between reformulating strategies and reorganizing or using the
technologies for incremental improvements
d) Integrating CAD/CAM into their factories
e) Ensuring all parties understand the technology