Pam is an employee at a jewelry kiosk in a mall. Pam doesn’t like to work hard and
incurs a cost of $100 from doing so. Pam’s employer cannot observe whether Pam
works hard. If Pam works hard, there is a 90% probability that jewelry profits will equal
$400 a day and a 10% probability that jewelry profits will equal $100 a day. If Pam
shirks, there is a 90% probability that jewelry profits will equal $100 a day and a 10%
probability that jewelry profits will equal $400 a day. Suppose Pam is paid $200 if
jewelry profits are $400 a day and $50 if jewelry profits are $100 a day. How will Pam
respond to this compensation scheme?
A) Pam will shirk because the net gain from shirking of $50 is greater than the net gain
from working hard of $45.
B) Pam will shirk because the net gain from shirking of $75 is greater than the net gain
from working hard of $65.
C) Pam will work hard because the net gain from shirking of $45 is less than the net
gain from working hard of $185.
D) Pam will work hard because the net gain from shirking of $65 is less than the net
gain from working hard of $85.
What is the nature of the positive externality associated with research and
development?
A) Firms that engage in research and development may develop more profitable
products.
B) Firms that engage in research and development may be able to lower their
production costs.
C) Research and development may lead to discoveries that make other firms more
innovative.