11) A delivery service is buying 600 tires for its fleet of vehicles. One supplier offers to supply the tires for
$85 per tire, payable in one year. Another supplier will supply the tires for $20,000 down today, then $50
per tire, payable in one year. What is the difference in PV between the first and the second offer,
assuming interest rates are 8.5%?
A) $276
B) $1000
C) –$1000
D) $645
12) Peter has a business opportunity that requires him to invest $10,000 today, and receive $12,000 in one
year. He can either use $10,000 that he already has for this investment or borrow the money from his
bank at an interest rate of 10%. However, the $10,000 he has right now is needed for urgent repairs to his
home, repairs that will cost at least $15,000 if he delays them for a year. What is the best alternative for
Peter out of the following choices?
A) Yes, since the net present value (NPV) of the investment, should he take it, is greater than the net
present value (NPV) of the home repairs if he delays them for one year.
B) Yes, since the net present value (NPV) of the investment is greater than zero he can invest the
$10,000 in the business opportunity, and then next year use this money plus the benefit from this
money to make the necessary home repairs.
C) No, since the net present value (NPV) of the investment, should he take it, is less than the net
present value (NPV) of the home repairs if he delays them for one year.
D) Yes, since he can borrow the $10,000 from a bank, repair his home, invest $10,000 in the business
opportunity, which, since it has a NPV > 0 will mean he will still come out ahead after repaying the
loan.
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
13) What is the Net Present Value rule?
14) Should personal preferences for cash today versus cash tomorrow play a role in the net present value
(NPV) decision–making process?
TRUE/FALSE. Write ‘T’ if the statement is true and ‘F’ if the statement is false.
15) The Net Present Value rule implies that we should compare a project’s net present value (NPV) to zero.