Q1) Maya, Naomi, and Oksana each own a level pay annuity. All
three annuities are monthly pay annuities immediate and have the
same present value but they have different terms.
a) Maya’s annuity lasts 5 years and pays $750 per month but it
doesn’t start for 5 years. The interest rate is i(4) = 5%. What is
the present value of Maya’s annuity?
b) Naomi’s annuity also lasts 5 years but it starts right away. How
much are her monthly payments?
c) Oksana’s annuity starts today and lasts 10 years. Her payments
are one half of Maya’s payments, but her annuity uses a different
interest rate. Find the effective monthly rate for her annuity (so
that it has the same PV as Maya’s and Naomi’s).
d) Convert the effective monthly rate from c) to a nominal annual rate compounded quarterly.
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