Fight Finance

(a) 107,441

(b) 98,393

(c) 90,480

(d) 80,000

(e) 64,039

(a) $913,907.4174

(b) $925,925.9259

(c) $974,611.7471

(d) $987,020.0108

(e) $987,428.5591

If the AUD appreciates against the USD, the American terms quote of the AUD will or ?

(a) Asset A has the same systematic risk as asset B.

(b) Asset A has more total variance than asset B.

(c) Asset B has zero idiosyncratic risk. Asset B must be a portfolio of half the market portfolio and half government bonds.

(d) If risk-averse investors were forced to invest all of their wealth in a single risky asset, so they could not diversify, every investor would logically choose asset A over the other three assets.

(e) Assets M and B have the highest Sharpe ratios, which is defined as the gradient of the capital allocation line (CAL) from the government bonds through the asset on the graph of expected return versus total standard deviation.

If a stock's future expected continuously compounded annual returns are normally distributed, what will be bigger, the stock's or continuously compounded annual return? Or would you expect them to be ?

(a) ##r_\text{real} \approx r_\text{nominal} - r_\text{inflation}##

(b) ##(1+r_\text{real})^t = \left( \dfrac{1+r_\text{nominal}}{1+r_\text{inflation}} \right)^t ##

(c) ##V_\text{t,real} = V_\text{t,nominal}.(1+r_\text{inflation})^t##

(d) ##V_\text{0} = \dfrac{V_\text{t,nominal}}{(1+r_\text{nominal})^t}##

(e) ##V_\text{0} = \dfrac{V_\text{t,real}}{(1+r_\text{real})^t}##

(a) You have a debt asset.

(b) The bank sold you its promise to pay back interest and principal payments.

(c) The bank is exposed to your credit risk, it’s afraid that you’ll default on your debt.

(d) The interest income you’re paid is taxable income for you.

(e) The interest expense that the bank pays is tax-deductible for the bank.

(a) 0.4808% pa

(b) 2% pa

(c) 4.5% pa

(d) 6.5% pa

(e) 8.5% pa

(a) The AUD was strongest against the JPY in 1984. This would have been a good time for Australians to holiday in Japan.

(b) Between 2001 and 2007 the AUD appreciated against the USD which would have been bad news for Australian exporters.

(c) In 1985 the AUD depreciated against the USD, JPY and EUR.

(d) In 2011 and 2012, Australian products would have appeared cheap in USD for Americans compared to the past.

(e) Between 1984 and 1986, the JPY appreciated against the USD.

(a) TradeSurplus = Exports - Imports

(b) NetIncome = DividendsReceived + InterestReceived - DividendsPaid - InterestPaid

(c) CurrentAccountSurplus = NetIncome - TradeSurplus

(d) CurrentAccountSurplus = -1 × NetCapitalInflow = NetCapitalOutflow