Fight Finance

(a) ##D(1+r_D)##

(b) ##D/(1+r_D) ##

(c) ##D.r_D ##

(d) ##D / r_D##

(e) ##NI.r_D##

(a) 6.01%

(b) 6.02%

(c) 9.20%

(d) 12.02%

(e) 18.40%

(a) the firm's industry becoming more systematically risky, for example if it was a mining company and commodities prices varied more strongly and were more positively correlated with the market portfolio.

(b) the firm's industry becoming less systematically risky, for example if it was a child care centre and the government announced permanently higher subsidies for parents' child care expenses.

(c) the firm issuing more debt and using the proceeds to repurchase stock.

(d) the firm issuing more equity and using the proceeds to pay off debt holders.

(e) none of the above.

(a) If a project has a positive NPV, its Profitability Index (PI) will be more than 1.

(b) If a project has a negative NPV and the discount rate is zero, then the payback period will be infinite so the project will never pay back its costs.

(c) If a project's NPV is zero, then the PI must be 1.

(d) If a project has a negative NPV, its IRR will be negative.

(e) If a project has a positive NPV, its Average Accounting Return (AAR) is not necessarily positive, it could be positive, negative or zero.

(a) $1,340.7944

(b) $1,172.2533

(c) $776.3205

(d) $705.7459

(e) $340.7944

(a) The market value of equity of a listed company's common stock is equal to the number of common shares multiplied by the share price.

(b) The book value of equity is the sum of contributed equity, retained profits and reserves.

(c) A company's book value of equity is recorded in its income statement, also known as the 'profit and loss' or the 'statement of financial performance'.

(d) A new company's market value of equity equals its book value of equity the moment that its shares are first sold. From then on, the market value changes continuously but the book value is recorded at historical cost which typically only changes due to retained profits.

(e) To buy all of the firm's shares, generally a price close to the market value of equity will have to be paid.

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

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

(c) ##C_\text{real,t}=\dfrac{C_\text{nominal,t}}{r_\text{inflation}} ##

(d) ##C_\text{real,t}=C_\text{nominal,t}.r_\text{inflation} ##

(e) ##C_\text{real,t}=C_\text{nominal,t}.r_\text{inflation}.t##

It's possible for both parties in a futures or forward contract to be hedging, so neither are speculating. or ?

If futures prices are in backwardation, then futures prices (##F_{0,T}##) are than, than or to spot prices (##S_0##)?