Fight Finance

(a) 38.87 months, which is 3.24 yrs.

(b) 47.91 months, which is 3.99 yrs.

(c) 160.72 months, which is 13.39 yrs.

(d) 164.65 months, which is 13.72 yrs.

(e) None of the above.

(a) 116

(b) 61

(c) 56

(d) 41

(e) 11

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

(a) This firm's expected capital return equals zero.

(b) This firm's expected total return and income return are equal.

(c) This firm's forward looking PE ratio will equal the inverse of the firm's expected income return.

(d) This firm's forward looking PE ratio will equal the inverse of the firm's expected capital return.

(e) This firm's forward looking PE ratio is equal to the expected payback period, which is the time it will take for the sum of the cash flows to equal the share price.

(a) ##V_0=\dfrac{\dfrac{100}{r} \left( 1- \dfrac{1}{(1+r)^{20}} \right) }{(1+r)^1} ##

(b) ##V_0=\dfrac{100}{r} \left( 1- \dfrac{1}{(1+r)^{20}} \right) (1+r)^1##

(c) ##V_0=\dfrac{100}{r} \left( 1- \dfrac{1}{(1+r)^{19}} \right) +100##

(d) ##V_0=\dfrac{100(1+r)^1}{r} \left( 1- \dfrac{1}{(1+r)^{20}} \right) ##

(e) ##V_0=100 \left( 1-(1+r)^{-19} \right) r^{-1}+100##

(a) -0.035%

(b) 0.0267%

(c) 0.035%

(d) 0.2667%

(e) 0.3078%

Australians usually quote the Australian dollar in USD per 1 AUD. For example, in October 2015 the Australian dollar was quoted as 0.72 USD per AUD. Is this an or terms quote?

You are owed money. Are you a or a ?

(a) Prefer more to less, meaning that they will always like to have more wealth.

(b) Be risk averse, meaning that they dislike risk as measured by the standard deviation of wealth.

(c) Have a positively sloped utility function, so the gradient or first derivative of the utility function is always positive.

(d) Have a utility function that increases at a diminishing rate. So the shape is concave down like a frown, or the second derivative is always negative.

(e) Have a utility function that rises until it reaches the satiation point, then it falls because too much wealth causes problems.

(a) Buy an investment property with low expected future capital gains and high rental income, funded using a low proportion of debt (mortgage loan);

(b) Rent the investment property to a tenant;

(c) Negative gearing is achieved when the property investment’s annual taxable profit is negative, due to the loan’s interest expense being greater than the net rent (rental revenue less the renting expenses such as maintenance);

(d) Deduct the property’s income loss from the investor’s separate personal wage from labour. This means that the investor will pay less personal income tax than if they didn’t make the levered property investment;

(e) The investment property will be a positive-NPV investment if the capital gains are greater than the income losses on an after-tax, risk-adjusted, present-value basis.