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Year 3 return on investment is R45000, year 6 return is R90000, year 9 return is R115000. Interest rate is 11.59% and present value of outflows is R95000. what is the future value of cash inflows?


Consider Bond XYZ

Coupon rate: 9,75% per year

Yield to maturity: 11,4% per year

Maturity date: 15 April 2047

Settlement date: 29 November 2021

The clean price is


Find the accumulated value of an ordinary simple annuity of Rs 3 000 per year for 7 years, if money is worth j1=8%


26.

An investment of $15,000 is made for three years at 4.5%

compounded quarterly.


a)

Determine the maturity value of the investment.

b)

What is the amount of compound interest earned on the

investment?


Moses invests R3 745,35 at the end of each month at an interest rate of 14,5% per year, compounded monthly. How long will it take him to have R1 000 000,00?
If the Npv of a shop is R195000 and the profitability index is 1,24375, the initial investment in the shop is
If the npv of a shop is R195000 and the profitability index is 1,24375, the initial investment in shop is?

Determine the future value of a $5,000 compound-interest Canada Savings Bond at 8.5%/a, compounded annually after each amount of time.

4 years


3.1 The Cox-Ross-Rubinstein (CRR) model is a Binomial tree in which the up and down
factors are given as
u = e^(σ sqrt(h))
, d = e^(−σ sqrt(h))
,
where σ denotes the volatility parameter and h stands for the length of a single period
in a tree.
3.1.1 What is the ratio Su/Sd? [2]
3.1.2 What is the (as simplified as possible) expression for the risk-neutral probability
of the stock price going up in a single step? [2]
3.2 Find the current price of a one-year, R110-strike American put option on a non-
dividend-paying stock whose current price is S(0) = 100. Assume that the continuously compounded interest rate equals r = 0.06. Use a two-period Binomial tree with
u = 1.23, and d = 0.86 to calculate the price VP(0) of the put option.
Explain how to create a synthetic forward contract to hedge a forward position.
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