Suppose the university offers the following payment plan: Either you pay $80,000 when
enrolling as a freshman or you pay $25,000 at the beginning of your freshman year and
$25,000 at the beginning of every year for the next three years. If the annual interest rate
is 5%, then you should take option 1 and pay $80,000 at the beginning of your first year.
Your grandmother has promised you $1,000 when you graduate in two years. At a 6%
annual interest rate, you can borrow $890 and pay it all back with your grandmother’s
gift at graduation.
The present value of a painting that you expect to sell for $500 in three years is $405.22
if the annual interest rate is 5%.
A soft-drink bottling firm is thinking of opening a new distribution center. The center
will cost $2.5 million to build today, and it will generate profits of $1 million one year
from now, two years from now, and three years from now. The firm should build the
distribution center if the interest rate is 9% or lower.
You have recently graduated from high school and are debating whether to attend
college or get a job. Assume that you can spend $50,000 today for tuition and receive
your college degree in only one year. When you graduate, you will receive a job that
pays you $100,000 immediately and $100,000 the following year. If you begin working
immediately, you can earn $35,000 today and each of the next two years. If the annual
interest rate is 10%, should you go to college?
You have recently graduated from high school and are debating whether to attend
college or get a job. Assume that you can spend a certain amount today for tuition and
receive your college degree in only one year. When you graduate, you will receive a job
that pays you $100,000 immediately and $100,000 the following year. If you begin
working immediately, you can earn $35,000 today and each of the next two years. If the
interest rate is 10%, solve for the amount of tuition that would make you indifferent
between going to college and working immediately.